GEOL-1401+Lab+Manual+SP2023
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1401
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Geology
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Apr 3, 2024
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GEOL-1401 Lab Manual SPRING 2023
1 TABLE OF CONTENTS UNIT 1: ASTRONOMY Lab 1: Patterns in the Solar System ……………………………………
. 2 Lab 2: Earth- Moon- Sun Systems ……………………………………
..
…
7 UNIT 2: GEOLOGY Lab 3: Plate Tectonics Jigsaw
………………………………………………
. 15 Lab 4: Minerals …………………………………………………………………
17 Lab 5: Igneous Rocks …………………………………………………………
. 24
Lab 6: Sedimentary Rocks ………………………………………………
....
31 Lab 7: Metamorphic Rocks …………………………………………
..
……
37
Lab 8: Topographic Maps ……………………………………………
.
….. 4
2 Lab 9: Earthquake Intensity Map …………………………………
.
…..
55 Lab 10: Locating the Epicenter ………………………………………
.
…
59 Lab 11: Structural Geology …………………………………………
.
……
64 Lab 12: Geologic Time ………………………………………………
.
………
72 UNIT 3: METEOROLOGY & OCEANOGRAPHY Lab 13: Characteristics of Ocean Water Part 1
…………………
.. 81 Lab 14: Characteristics of Ocean Water Part 1
…………………
.. 86 Lab 15: Relative Humidity & Dew Point
……………………………
.. 89
2 Lab 1: Patterns in the Solar System Goals:
The Solar System exhibits various degrees of order and regular patterns. By the end of this lab, you will be able to describe the appearance of the Solar System, arrange the planets into two distinct groups based on similar characteristics, and compare/contrast some of the physical properties and motions of the planets for each group. Directions:
Use the chart on the next page and the background information that follows to answer the questions. Figure 1. Our Solar System (not to scale) Figure 2. Plane of the Ecliptic (not to scale) Figure 3. Obliquity of planets in the Solar System Figure 4. Earth’s Obliquity
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3 Planetary Data Chart
Planet Mean Distance from Sun Period of Rotation (Earth Days) Period of Revolution (in Earth Days) Diameter (km) Relative Mass (Earth=1) Average Density (g/cm
3
) Inclination of Orbit (◦)
# Known Satellites AU Million km Mercury 0.39 58 59
d
88
d
4,854 0.056 5.4 7
◦
0 Venus 0.72 108 -243
d
224
d
12,112 0.82 5.2 3
◦
24’
0 Earth 1.00 150 23
h
56
m
04
s
365.25
d
12,751 1.00 5.5 0
◦
00 1 Mars 1.52 228 24
h
37
m
23
s
687
d
6,788 0.108 3.9 1
◦
51’
2 Jupiter 5.20 778 9
h
50
m
11.86
y
143,000 317.87 1.3 1
◦
18’
63 Saturn 9.54 1,427 10
h
25
m
29.46
y
121,000 95.14 0.7 2
◦
29’
61 Uranus 19.18 2,870 17
h
14
m
84
y
47,000 14.56 1.2 0
◦
46’
27 Neptune 30.06 4,497 16
h
165
y
46,529 17.21 1.7 1
◦
46’
13 Background: The order that exists within the Solar System is directly related to the laws of physics that governed its formation (refer to lecture on the creation of the Solar System). The inner planets share the same physical characteristics, such as rocky bodies with solid surfaces and large cores are known as the terrestrial (Earth-like) planets. The outer planets formed under different conditions than the terrestrial planets. They are gaseous planets with cores of ices and rocks, referred to as Jovian
(Jupiter-like) planets (Figure 1). When the Solar System is viewed from the side, the orbits of the planets all lay in nearly the same plane, called the Plane of the Ecliptic (Figure 2). All planets orbit the Sun in a counterclockwise direction (known as revolution
). As well, a
ll planets rotate on their axes counterclockwise unless they have a negative value for the “Period of Rotation” in the “Planetary Data Chart.”
You can also see this by looking at the arrows for each planet in Figure 3. Obliquity
is the an
gle of a planet’s axis relative to its orbital inclination (Figure 3). For example, refer to Figure 4 and you can see the Earth
’s axis is the imaginary line that passes through both the North and South Poles. This imaginary line is perpendicular to the imaginary plane through which the Earth orbits the Sun. Thus, the Earth's obliquity of 23.5˚
is the angle between these two lines. Simply put, obliquity is the axial tilt
of a planet. Refer to the following mathematical equations when answering the lab questions. 𝐀?????? =
??? ?? ???????
# ?? ???????
?????? = 𝐌??? × 𝐆?????𝐲 The gravitational attraction of a planet is directly related to its mass. 𝐃?????𝐲 =
𝐌???
??????
As a reference, the density of water is 1 g/cm
3
. ???????𝐲 =
𝐃???????
????
4 Part 1. Rotation and Revolution of the Planets 1.
Which planet has the greatest inclination to the plane of the ecliptic (inclination of orbit)? 2.
With exception of the planet listed in the above question, the orbits of all the planets lie within approximately ____ degrees of the plane. a.
2 b.
4 c.
6 d.
10 3.
Why do you think the planets are nearly all in the same plane? (Think about the origins of the Solar System) 4.
( Rotation / Revolution ) is the movement of the planet in an orbit around the Sun and ( Rotation / Revolution ) is the spinning of a planet around its axis. 5.
Why do most planets and other objects in the Solar System move in a counterclockwise direction? (Think about the origins of the Solar System) 6.
Identify the only planet that does not rotate in a counterclockwise direction.
7.
On Earth, the Sun rises in the east and sets in the west. What does this mean for the planet in the previous question? 8.
Due to its obliquity, which planet essentially spins on its side? 9.
Write a brief statement comparing the rotational periods of the terrestrial planets to those of the Jovian planets. 10.
The gas giant Jupiter rotates on its axis approximately every ________ hours. The equatorial circumference of Jupiter is about 280,000 miles. Thus, if an object were on the equator of Jupiter and rotating with it, it would travel about 280,000 miles in about 10 hours. Complete the calculation to determine the equatorial rotational velocity
of Jupiter below in mph. (Hint: refer to the math equations in the “Background” section of the lab) 11.
The equatorial circumference of the Earth is about 24,000 miles. The Earth rotates once on its axis every ________hours. Calculate the equatorial rotational velocity of the Earth below. 12.
Based on your previous answers, how many times faster does Jupiter spin on its axis compared to the Earth? 13.
For all the planets, compare the period of rotation to the period of revolution and then complete the following statement by circling the best responses: The terrestrial planets all have ( long / short ) days and ( long / short ) years, while the Jovian planets all have ( long / short ) days and ( long / short ) years.
5 Part 2: Distance & Spacing of the Planets 14.
The best way to examine the distance and spacing of the planets in the Solar System is to use a scale model
. Develop a scale model using supplies provided by your instructor. Start with the Sun and use a scale of 1 inch: 1 AU for each planet. Answer the following questions based on your scale model. 15.
What feature of the Solar System separates the terrestrial planets from the Jovian planets? 16.
Summarize the spacing for the two groups of planets: Terrestrial planets Jovian planets Part 3: The Size of the Planets 17.
Which is the largest of the terrestrial planets and what is its diameter (km)? 18.
Which is the smallest of the Jovian planets and what is its diameter (km)? 19.
The smallest Jovian planet is _______ times larger than the largest terrestrial planet. (Hint: determine answer using diameter of smallest Jovian planet ÷ diameter of the largest terrestrial planet) 20.
What generalization can you make when comparing the size of the terrestrial planets to the Jovian planets? 21.
The diameter of the Sun is approximately 1,350,000 km. Therefore, the Sun is ________ times larger than the Earth and __________ times larger than Jupiter. Part 4: Mass & Density of the Planets 22.
What is the most massive planet in the Solar System? _______________ How many times more massive is this planet than Earth? ________________ 23.
Which planet exerts the greatest pull of gravity? Why? 24.
The surface gravities of Mars and Jupiter are about 0.4 and 2.5 times that of Earth, respectively. What would be the approximate weight of a 150-pound person on these planets? Mars: This person would weigh _________________ lbs Jupiter: This person would weigh ________________ lbs
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6 25.
Which of the two groups of planets would have the greatest ability to hold large quantities of gas (i.e., H and He) as part of their compositions? Why? 26.
What is average density of the two groups of planets? Terrestrial planets ___________ g/cm
3
Jovian planets ___________ g/cm
3
27.
Compare the size and density of the two groups of planets and then complete the following statement by circling the best responses: The terrestrial planets are ( smaller / larger ) and (less dense / denser ) compared to the Jovian planets which are ( smaller / larger ) and (less dense / denser ). 28.
The average density of Earth is about 5.5 g/cm
3 . Considering the density of the surface rocks is less than 5.5 g/cm
3
, what does this suggest about the Earth’s interior? 29.
Which planet has a density less than water and would theoretically “float”?
30.
Why can Jupiter be such a massive planet and yet have a low density? 31.
Why are the densities of terrestrial and Jovian planets so different? (Think about the origins of the Solar System) Part 6: Number of Moons and the Planets 32.
Compare the number of known moons of the terrestrial planets to those of the Jovian planets. Is there a pattern? Explain. 33.
What is the general relationship between the number of moons and the planet’s mass?
Modified from: Tarbuck, E. J., Lutgens, F. K., & Pinzke, K. G. (2012). Patterns in the solar system. In Applications and Investigations in Earth Science
(7th ed., pp. 249-255). Boston: Pearson Education, Inc.
7 Lab 2: The Earth- Moon- Sun Systems THE EARTH –
SUN SYSTEM Objective:
In this part of the lab, you will understand how solar radiation changes from place to place on Earth depending on your location. You will also learn why the Earth experiences different seasons throughout the year and understand the significance of important parallels (lines) of latitude. Latitude and longitude will be discussed in more detail in Lab 8. Directions:
Use the diagrams and background information to answer the following questions. Background:
Solar Radiation The amount of solar radiation varies on Earth for several reasons. First, it depends on the angle of incoming insolation
(
the amount of solar radiation reaching a given area
) which changes throughout the day to throughout the year. The Earth rotates on its axis creating day and night every 24 hours and revolves around the Sun with one revolution equal to one year. Another important factor is that the Earth is tilted on its axis at 23.5
◦
. As the Earth revolves around the Sun, its axis never changes direction. Because of this, the angle of insolation
changes throughout the year resulting in seasons. The intensity of the sunlight is determined by the angle of insolation, with 90˚ being the greatest. Areas on Earth where the intens
ity of the sunlight is greatest will be the warmest. At lower angles of insolation, the sunlight spreads over a larger surface area reducing the intensity. Latitude Latitudes
are imaginary lines on the Earth known as parallels
because they are always parallel to each other and never meet. Parallels run in an east –
west direction and measure the distance north or south of the Equator (0˚). For example, the Tropic of Cancer is a parallel that is located 23.5
◦
north of the Equator. The North and South Poles are 90˚ north and south of the Equator, respectively. (Figure 1)
Figure 1. Lines of Latitude
8 Diagram 1. Vertical and Oblique Sun Beams 1.
Use a protractor and measure the angle between the Earth’s surface and each of the two beams.
Measure the oblique angle for B as shown in the diagram. Angle of Sun’s Rays for Beam A _____________
Angle of Sun’s Rays for Beam B _____________
2.
The length of sunlight at A is given below. Using a ruler, measure the length of the Earth’s surface covered by the Sun beam at B in centimeters. Refer to B in the diagram for assistance. Length of sunlight at A ______
1
____ cm Length of sunlight at B ____________ cm 3.
Determine the area covered by sunlight for Beam B by multiplying the length and width for each beam. Beam A has been done for you. Area of sunlight at A ________
1
____ cm
2
Area of sunlight at B ____________ cm
2
4.
(Beam A / Beam B) covers more area; therefore, intensity of the sunlight will be greater at (Beam A / Beam B). 5.
The Earth will be warmer at (Beam A / Beam B)? Briefly explain why. Measure this angle for #1 B Measure this distance for #2 B
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9 Diagram 2. Important Parallels of Latitude during the Winter Solstice and Summer Solstice 6.
Diagram 2 shows the Circle of Illumination
, also known as the day-night line. Label this line on the diagram. 7.
Compare the Winter and Summer Solstices by completing the following chart based on Diagram 2. Questions Winter Solstice Summer Solstice Which pole is receiving 24 hours of sunlight? Which pole is receiving 24 hours of darkness? If you lived at the equator, would you look North or South to see the Sun at Noon? At which latitude are the Sun’s rays directly overhead
? Which hemisphere is receiving the most direct insolation? Which hemisphere is receiving the least direct insolation? What season is the Northern Hemisphere experiencing? What season is the Southern Hemisphere experiencing?
10 Diagram 3. Path of the Earth as it Revolves Around the Sun 8.
Label the seasons in Diagram 3 for each position of the Earth. 9.
During the Spring and Fall equinoxes, what latitude are the Sun’s rays directly overhead, and therefore receives the most intense insolation? ______________________ 10.
During the equinoxes, what is the relationship between the North and South Poles and the Circle of Illumination? 11.
Based on your previous answer, describe the length on daylight everywhere on Earth during both equinoxes. THE EARTH-MOON SYSTEM Objective:
By the end of this lab, you will be able to define the major landforms on the Moon’s surface and determine their relative ages. You will also be able to characterize the phases of the Moon and distinguish the difference between solar and lunar eclipses. Directions:
Answer the questions below. Part 1: The Lunar Surface Background:
With such a little atmosphere, the Moon was once bombarded by asteroids and meteoroids leaving numerous craters behind. The Tycho Crater is more than 52 miles (85 kilometers) wide! “Over billions of years, these impacts have ground up the surface of the Moon into fragments ranging from huge boulders to powder. Nearly the entire moon is covered by a rubble pile of charcoal-gray, powdery dust and rocky debris called the lunar regolith
.” (NASA) The bright areas of the Moon are known as the lunar highlands
. The dark features, called maria
(Latin for “seas”), are impact basins (craters) that were filled with fluid, basaltic lava between 4.2 and 1.2 billion years ago. Rayed craters
are large craters with bright ejecta that extend far beyond the rims of the crater.
11 1.
Using the image of the Moon, label the following features listed below. Try to find more than one example of each. You may want to use a colored pencil for labeling the features. A.
Lunar Highlands B.
Maria Basins C.
Rayed Craters D.
Small basins (craters) filled with lava 2.
Which regions of the Moon are more heavily cratered
—
the lunar highlands or the mare? 3.
What feature is older, the lunar highlands or the lunar mare? How do you know? The Moon
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12 Part 2: Phases of the Moon Background:
The lunar phases re
sult from the motion of the Moon and the sunlight that is reflected from the Moon’s surface. Half of the Moon is always illuminated by the Sun
; however, the portion that is visible to an Earth-bound observer changes daily. When the Moon is located between the Sun and the Earth, the bright side is blocked from the Earth and this lunar phase is called New Moon
(“no
-
moon”). When the Moon is positioned on the side of the Earth opposite to the Sun, all the bright side is visible from the Earth and this phase is called Full Moon
. During the lunar cycle, between these two phases, only a fraction of the Moon’s illuminated half is visible. As the Moon moves from New Moon to Full Moon, the phases in between are said to be waxing
because the illuminated portion of the Moon is getting larger. As the Moon travels from the Full Moon phase back to New Moon, the phases in between are said to be waning
because the illuminated portion of the Moon we observe is shrinking. Below is a diagram illustrating the eight phases of the Moon as it orbits the Earth during the month from the perspective of the Northern Hemisphere. Use this diagram to answer the following questions. The arrows on the left represent light from the Sun. The diagram is not to scale. Diagram modified from https://www.physics.utoronto.ca/~jharlow/teaching/moonphase.html
13 4.
Recall, the side of the Moon facing the Sun will always be illuminated no matter where you are located on Earth. This is represented by the smaller moons on the diagram, labeled 1 –
8. However, from our perspective on Earth, we do not always see the complete half of the Moon that is illuminated. a.
For each of the smaller moons, shade the area of the illuminated side that will be hidden
from our view on Earth. The Moon at Location 3 has been done as an example. b.
Why do you think the Moon at Location 3 known as the First Quarter phase? c.
Compare the small, shaded moons at Locations 2, 3, and 4. The bright visible part of the Moon is (increasing / decreasing) from Location 2 to Location 4 and can be described as ( waxing / waning). d.
Use arrows and label the waxing and waning directions on the diagram. Remember, waxing is when the Moon is becoming more visible to Earth viewers and waning is when it becomes less visible. 5.
Draw the correct lunar phases onto the larger blank circles in their correct positions. Also, label each phase on the diagram. 6.
In the Northern Hemisphere, the part of the waxing Moon that is in shadow is on the ( left / right) and when the Moon is waning, the shadow part is on the ( left / right). 7.
Observe the four people (A, B, C, and D) at different positions on the Earth in the diagram. Remember, the Earth rotates on its axis counterclockwise once per day. a.
What direction does an observer have to look to see the Full Moon setting? (Hint: think about the direction of Earth’s rotation)
b.
Which person observes the Full Moon at its highest point at midnight? _______________ c.
Which person observes the Full Moon set at sunrise? _______________ d.
Which person observes the Full Moon rise at sunset? _______________ e.
Which person does not observe the Full Moon at all? _____________ Why?
14 Part 3: Solar and Lunar Eclipses Background: There are two types of eclipses that can form when the Sun, Earth, and Moon are aligned along the same plane- a Solar Eclipse or a Lunar Eclipse. A Solar Eclipse
occurs when the Moon moves directly in between the Sun and the Earth. A Lunar Eclipse
occurs when the Earth is between the Sun and Moon, making the Moon located within the Earth’s shadow. You may want to review your lecture notes for assistance.
8.
In the space below, sketch and label the positions of the Sun, Earth, and Moon during a Solar Eclipse. 9.
During a Solar Eclipse, what phase is the Moon experiencing? ____________________________ 10.
In the space below, sketch and label the positions of the Sun, Earth, and Moon during a Lunar Eclipse. 11.
During a Lunar Eclipse, what phase is the Moon experiencing? ____________________________ 12.
Does the Earth experience Solar and Lunar Eclipses every month? _______________ Explain the reasoning for your answer. (Hint: refer to the Internet if necessary)
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15 Lab 3: Plate Tectonics Jigsaw
Overview:
For this lab, your instructor will organize the class into 4 groups. Each group will spend 10-15 minutes studying their assigned geologic data set map and summarizing the trends of the data. Once your instructor is satisfied that all groups have observed what they need to on their respective map, your group will split in half. One half will stay with your map while the other half visits the other 3 data maps and has the data explained to them by the group that studied that map. Once the second half of the group has visited all three of the other maps, they will switch with the half that stayed behind to explain the data to other groups. Once you have all had a chance to visit all the map stations, answer the assessment questions below. Your goal is to observe, analyze and describe the data presented on your map, not to explain or interpret. Look for patterns, trends and features. The idea here is to approach the data as if you were a scientist in the 1950’s, before the cohesive theory of plate tectonics was widely accepted. Even if you understand the implications of your data, pretend you don’t! This may be difficult but try. Do not use the terms “plates” “boundaries” “ring of fire” “subduction” “mid ocean ridge” or any other plate tectonic rela
ted term. ASSESSMENT QUESTIONS 1. Volcanoes Map:
Summarize the general trends of the map. Where are volcanoes present? Where don’t you see them? When they are present, do you see them in clusters? Linear belts? Isolated features? Where do you see these different patterns? Any other observations? ______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________ 2. Topography Map:
Look at the map legend to make sure you understand the map. Summarize the general trends of the map. Where are the highest places on earth? What are the general trends of mountain ranges in different locations? Where are the lowest elevation areas? What do you see in the middle of some oceans with respect to topography? Any other observations? ______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________ 3. Seismology (Earthquakes) Map
: Make sure you read the map key. Summarize the general trends of the map. Where are there earthquakes? Where are there no significant earthquakes? What are the patterns where you do find them? What do the different colors mean? What do you notice about the pattern when there are different color data points in an area? ______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
16 4
. Seafloor age Map:
Make sure you understand the map legend. Summarize the general trends of the map. What do you notice about the change in age of sea floor? How would you describe the pattern of age changes? What do you notice about the bands themselves? This is a key data set so make sure you spend some time really looking at this map. ______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________ Now, go back and examine the volcano and earthquake maps more closely. 7. In general, do you see earthquake activity everywhere there are active volcanoes? ____________________________________________________________________________________ 8. Do you see volcanic activity everywhere there is earthquake activity? ____________________________________________________________________________________ 9. Name one location where you can see earthquake activity but no volcanic activity. ____________________________________________________________________________________ 10. Provide a hypothesis for the relationship between volcanoes and earthquakes. Why are there some locations where they both occur and others where you only really have earthquakes and not volcanic activity? ______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________ 11. Looking more closely at the Topographic map, find the areas with the lowest elevations (dark magenta on the map). Describe how these areas correlate with earthquake and volcanic activity. ______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
______________________________________________________________________________________________
17 Lab 4: Minerals In
this lab, we will be working to identify a set of unknown minerals. Because we might not have learned about minerals yet in lecture, below is some very basic information to help with the identification process.
Background: A mineral is a naturally occurring
, crystalline
, inorganic solid
with a narrowly defined chemical composition
. Minerals have characteristic physical properties
that result from an ordered internal structure. These physical properties help us to identify minerals. Some of the more useful characteristics used in identification are discussed below. Please remember that nature is not perfect, and nowhere is this more evident than in mineral growth. Just because a certain mineral is described as having a particular characteristic, it might not always display that characteristic. This makes mineral identification a bit challenging sometimes. The most important thing is to not get bogged down in one particular characteristic but look at several of a mineral’s features when trying to identify it. Often, a property that helps identify one mineral may not be of any use in identifying another mineral. We will learn about each of these properties and then use them together to identify our unknowns. The relevant properties are listed below: ⮚
LUSTER
–
Luster refers to the way in which the surface of a mineral reflects light. Minerals are usually described as either having a metallic
or non-metallic
luster. Non-metallic minerals commonly have one of the following lusters: pearly, glassy (vitreous), waxy (resinous), earthy
or dull
. Graphite - metallic luster by Ra'ike CC BY-SA 3.0 Hallite -non metallic, glassy luster by Ra'ike CC BY-SA 3.0
⮚
STREAK
–
The color of a mineral’s powder is referred to as streak. This characteristic can be determined by scratching a mineral on a porcelain plate. Some minerals have diagnostic streak colors that can be very different from their outward color. Streak color will not change, even if the outward color of a sample varies. If a mineral leaves a streak on the plate, make a note of the color. Streak Plate by Ra'ike CC BY-SA 3.0
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18 ⮚
HARDNESS - The Mohs hardness scale (below) gives a relative hardness scale for some common minerals and objects. The scale runs from 1 –
10 with 1 being the softest minerals and 10 being the hardest. Any mineral or object with a higher value can scratch a mineral or item with a lower value
. For example, your fingernail (H = 2.5) can scratch the minerals talc (H = 1) and gypsum (H = 2) and any other mineral with a hardness < 2.5. For most of our samples, it will only be necessary to know if the mineral is harder or softer than your fingernail and glass. Steps: Can you scratch the sample with your fingernail? Yes.
Use the range <2.5
No.
Does the sample scratch glass? b.
Yes.
Use the range >5.5
c.
No.
Use the range
2.5 –
5.5
(it is harder than your fingernail, but softer than glass) 1
Talc 2
Gypsum 3
Calcite 4
Fluorite 5
Apatite 6
Orthoclase (feldspar) 7
Quartz 8
Topaz 9
Corundum 10
Diamond ⮚
CRYSTAL FORM
–
This refers to the arrangement of faces that make up the exterior surface of a crystal. The crystal faces represent the ordered atomic structure of the mineral. The same mineral will always have the same crystal form, however, we must remember that the characteristic form of a mineral will only develop if the crystal is allowed to grow unimpeded. This is rare in nature
. Only a few of our samples will exhibit this property. Some of the common forms are cubic, hexagonal and rectangular. This property can easily be c
onfused with a mineral’s cleavage, described below. For our labs, you will need to learn which samples typically exhibit crystal form rather than cleavage. Pyrite crystal showing perfect cubic crystal form. "Nature Perfect" by cobalt123 is licensed under CC BY-NC-SA 2.0
Quartz crystal with hexagonal (six-sided prism) crystal form "Quartz Crystal" by WILLPOWER STUDIOS is licensed under CC BY 2.0
2.5
Fingernail
3.5
Copper
5.5
Glass Plate
7.5
Streak Plate
19 ⮚
CLEAVAGE
–
This refers to a mineral’s tendency to break along planes of weakness (cleavage planes). Which planes a mineral will break along is determined by the internal, atomic structure of the mineral. Some minerals have many cleavage planes and some have none (= fracture). When describing cleavage, you must note how many planes are present (usually 0 –
4, but there are a few minerals that have more) and at what angles they intersect each other (60
°
, 90
°
, 120
°
). The following diagram illustrates the most common cleavage directions.
Types of cleavage with mineral examples. Cleavage differs by the number and angle between cleavage planes. Image credit: cleavage models adapted from M.C. Rygel; muscovite from Daniel Hauptvogel, all other minerals from James St. John, CC BY-SA ⮚
COLOR
–
Although color is the first property we notice in a mineral, it is the least diagnostic
. A few minerals have diagnostic colors, but most have a variety of colors that result from impurities or inclusions. Quartz in six color varieties. Color may not be a diagnostic property for mineral identification. Other quartz colors include green, red, orange, and brown. Image credit: Karla Panchuck, CC BY-NC-SA. ⮚
OTHER PROPERTIES
–
Other minerals might have diagnostic tests such as taste (halite), reaction with dilute HCl acid (calcite), odor, or magnetism. We will discuss these in the lab and you will make note of the presence of any of these in your worksheet. (Please don’t lick any of your samples!)
20 C
LASSIFICATION AND I
DENTIFICATION OF M
INERALS
To identify your box of unknown minerals, follow the steps below, entering the information in the worksheet: 1. Determine whether the luster
of each sample provided for you is metallic or nonmetallic. 2. Determine the streak color
of each sample if present. Not all samples will have a streak. 3. Determine the hardness
of each sample. For our labs, you only need to determine whether your sample is softer than your fingernail (<2.5), harder than your fingernail but softer than glass (2.5 –
5.5) or harder than glass (>5.5). 4. Determine whether each of the samples has cleavage
. If you can recognize a clear basal, cubic, or rhombohedral form, make note of it. If your sample does not have cleavage, it will have fracture
. Please note that on your worksheet. 5. Determine whether any of the samples is magnetic
. Note this information in the special/diagnostic properties column of your worksheet. 6. Put a small drop of hydrochloric acid
(HCl) on the nonmetallic samples. If a sample reacts with the acid, make a note in the special/diagnostic properties column of your worksheet if you observe this reaction. 7. Describe any other distinguishing characteristics any samples may have. Note this on the worksheet. 8. Once you have collected all this data, use the identification flow charts to determine the name of each sample. The Mineral Identification Charts
are located on the following page.
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21 MINERAL IDENTIFICATION FLOW CHARTS
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22 MINERAL IDENTIFICATION FLOW CHARTS
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23 MINERAL IDENTIFICATION WORKSHEET Sample # Luster Streak Hardness Cleavage Other Mineral Name 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21
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24 Lab 5: IGNEOUS ROCKS For this lab, we will work on identifying unknown igneous rock samples. A basic introduction is provided below.
Background: A rock
is a naturally occurring mass of inorganic material that forms a significant part of the earth’s crust. There are 3 types of rocks, igneous, sedimentary and metamorphic. This lab will examine igneous rocks. Igneous rocks
are aggregates of minerals that crystallize from a magma. Magma
is molten rock beneath the earth’s surface. It is a complex, high-temperature solution of silicates containing some mixture of liquids and crystals (and sometimes gases). The minerals crystallize in an interlocking network of crystals. Some magmas may reach the surface before they solidify where they are then called lavas. Igneous rocks are classified based on their composition
and texture
. Let’s take a look at texture first.
Texture is mostly a function of whether the magma solidifies above or below the surface. A rock that cools on the surface is called volcanic
or extrusive
. A rock that cools below the surface is called plutonic
or intrusive
. Depending on the cooling history of the magma or lava, the rock will exhibit a different arrangement of crystals resulting in a different texture. The more common igneous textures are listed below. A.
Phaneritic
–
an igneous rock in which you can see the crystals with the naked eye B.
Aphanitic
–
an igneous rock in which the crystals are too small to be seen with the naked eye C.
Porphyritic
–
visible crystals embedded in a matrix of smaller (usually invisible) crystals. The large crystals are called phenocrysts and the matrix is called the groundmass Rock images by James St. John is licensed under CC BY 2.0
D.
Vesicular –
texture characterized by the presence of vesicles or cavities in the rock. "Vesicular basalt" by James St. John is licensed under CC BY 2.0
phaneritic aphanitic porphyritic
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25 E.
Glassy –
texture resembling glass, resulting from the quenching of a liquid (technically, glass is not a solid, it is a super-cooled liquid that moves over time!) "File:Conchoidal.JPG" by Denis Aline is licensed under CC BY-SA 3.0 F.
Pyroclastic - texture of an extrusive rock composed of volcanic fragments (ash, small rocks) and pieces of the volcano itself. The rock is called tuff
if the fragments are very fine grained (mostly ash) and breccia
if the fragments are larger. "Volcanic breccia" by James St. John licensed under CC BY 2.0
; "Volcanic tuff" by James St. John licensed under CC BY 2.0
Now let’s examine composition. Composition depends on the mineral constituents. Minerals in ign
eous rocks are divided into two categories –
primary and secondary. Primary minerals are those that crystallized from the cooling magma. Secondary minerals are those formed by the chemical alteration of primary minerals. Only primary minerals are important when naming igneous rocks. The most important group of minerals in naming igneous rocks are the silicates (minerals that contain a Si-O structure), which account for 95% of the volume of igneous rocks. The amount of SiO
2
present helps determine the rock name. Rocks high in SiO
2
are called felsic
and are generally lighter colored (obsidian is the noted exception). Rocks low in SiO
2
are called mafic
and are generally dark colored. Felsic rocks also have high K and Na. Mafic rocks are high in Fe, Mg and Ca. To determine whether rocks are felsic, intermediate, or mafic, you need to look at the amount of dark minerals present in the rock. In the images below, you can see the gradation from felsic on the left → intermediate → mafic.
Notice how the amount of dark minerals increases from felsic to mafic. "Granite 1" by James St. John is licensed under CC BY 2.0 "Diorite" by Andrea R Bair is licensed under CC BY-SA 4.0 "Gabbro" by James St. John is licensed under CC BY 2.0
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26 Here is another graphic to help you estimate the percentage of dark and light minerals in the rocks. Estimating the % of dark minerals in a rock
Virginia Sisson, CC BY-NC-SA. IGNEOUS ROCK WORKSHEET Sample # Texture Composition Plutonic or Volcanic Rock Name 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
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27 Use the chart below to help with your rock identifications. Igneous Rock Descriptions Granite Will have visible crystals of quartz (white), potassium feldspar (pink) and plagioclase (gray) to give the rock an overall light color. Will also have up to 25% biotite and amphibole "Granite 1" by James St. John is licensed under CC BY 2.0
Diorite Typically half dark / half light, sometimes described as “salt & pepper” in appearance. The crystals tend to be smaller than in granite, but still visible to the eye "Diorite" by Andrea R Bair is licensed under CC BY-SA 4.0 Gabbro Very dark rock with lots of large crystals; sometimes difficult to see the crystals because of the dark color but if you can rotate the rock, you will see the crystal faces “winking” at you
"Gabbro" by James St. John is licensed under CC BY 2.0
Rhyolite Pink to light red in color. Can sometimes have small cavities, the occasional crystal and flow lines. "Felsite (rhyolite)" by James St. John is licensed under CC BY 2.0
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28 Andesite Gray rock with very small crystals that are difficult to see with the eye. "Andesite (near Belleville, Mineral County, Nevada, USA)" by James St. John is licensed under CC BY 2.0
Basalt Dark black rock with no visible crystals "Basalt 1" by James St. John is licensed under CC BY 2.0
Rhyolite porphyry Light colored, aphanitic rock with small phenocrysts that may sometimes be difficult to see because they are also light colored Andesite porphyry Gray colored, aphanitic rock with phenocrysts that are commonly plagioclase or pyroxene "Porphyritic dacite, California" by James St. John is licensed Basalt porphyry Dark gray to black aphanitic rock with phenocrysts that are commonly plagioclase or pyroxene
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29 Pumice Light gray to white rock with abundant holes; very light weight "White pumice" by James St. John is licensed under CC BY 2.0
Scoria Dark red to brown to black rock with abundant holes "Scoria 2" by James St. John is licensed under CC BY 2.0
Obsidian Dark brown to black volcanic glass Tuff Very fine grained ( <2 mm) rock made up of mostly ash-
sized fragments, the occasional piece of glass or cavity; easiest to see under a microscope Breccia Coarse-grained ( >2 mm) rock made up of fragments of other rocks, parts of the volcano and more; fragments are usually varied in size and composition
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30 C
LASSIFICATION AND I
DENTIFICATION OF I
GNEOUS R
OCKS
Mineralogy Composition Felsic Intermediate Mafic Ultramafic Color (based on % of dark minerals) Essential Minerals Silica >65% Silica 53-65% Silica 45-52% Silica <45% Quartz K-feldspar Plagioclase Plagioclase Plagioclase Plagioclase Olivine Olivine Amphibole Amphibole Amphibole Muscovite Biotite Biotite Pyroxene Pyroxene Pyroxene Classification Texture Rock Name Phaneritic (coarse) GRANITE DIORITE GABBRO PERIDOTITE Aphanitic (fine) RHYOLITE ANDESITE BASALT Ultramafic volcanic rocks are rare. Porphyritic (two sizes) RHYOLITE PORPHYRY ANDESITE PORPHYRY BASALT PORPHYRY Vesicular PUMICE SCORIA Glassy OBSIDIAN Pyroclastic Tuff, Breccia
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31 Lab 6: S
EDIMENTARY R
OCKS
For this lab, we will work to identify a set of unknown sedimentary rocks. Background: Sedimentary rocks
are rocks formed from sediment
. Sediment is defined as a loose aggregate of solids derived by weathering of preexisting rocks, or solids precipitated from solution. All sediment is transported from its original source area and then deposited. Once deposited, sedimentary rocks are formed in one of several ways: 1.
Compaction and cementation of loose sediment (i.e., conglomerate, sandstone) 2.
Direct crystallization in water or during evaporation of water (rock gypsum, rock salt, chemical limestones) 3.
Accumulation and cementation of organic debris (shells, wood, plants etc) Sedimentary rocks can be placed into one of three broad groups or classes: 1.
Detrital = rocks made up of solid material from preexisting rocks 2.
Chemical
= rocks made up of minerals that were dissolved during chemical weathering and were then later precipitated from water 3.
Biochemical
= rocks made from the chemical activities of organisms NAMING SEDIMENTARY ROCKS DETRITAL
- Because detrital sedimentary rocks are made up of the solid particles from preexisting rocks, they are named primarily on the size of those particles (grains). The image here gives you some idea of the grain sizes and what they look like. The rock names can then be modified based on composition (i.e. quartz
sandstone).
Some of the more common detrital sedimentary rocks are described in detail in the following table.
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32 DETRITAL ROCKS PARTICLE SIZE PROPERTIES ROCK NAME > 2 mm, coarse, mostly rounded pebbles Grains are easily visible with naked eye; mostly rounded rock or mineral pebbles in matrix of finer grained sediments Conglomerate "Conglomerate 1" by James St. John is licensed under CC BY 2.0 > 2 mm, mostly angular pebbles Grains are easily visible with naked eye; composed of broken, mostly angular fragments in a finer grained matrix Breccia "Breccia" by James St. John is licensed under CC BY 2.0 0.06 - 2 mm Grains can be difficult to see with naked eye, but clearly visible with microscope; composed of sand-sized particles; sometimes of the same mineral, sometimes various minerals Sandstone "Sandstone" by James St. John is licensed under CC BY 2.0 0.004 - 0,06 mm composed of silt-sized particles; grains just barely visible with the aid of a hand lens or microscope; feels “gritty”
Siltstone "Siltstone" by James St. John is licensed under CC BY 2.0 <0.004 mm composed of clay-sized grains which are too small to be seen with the naked eye or microscope; rock feels smooth; “blocky”; no layers Mudstone "Green shale" by James St. John is licensed under CC BY 2.0 <0.0004 mm composed of clay-sized grains like mudstone but the rock is fissile - breaking into thin, flat layers; color can vary Shale
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33 CHEMICAL & BIOCHEMICAL Because these rocks are made from mineral matter that precipitates from water, the rock names are primarily determined by composition. Limestones are the most common chemical rocks. They are part of a group of minerals known as carbonates
which simply means that they contain the carbonate radical (CO
3
-2
). This is the same compound that makes up calcite. Just as calcite reacts with acids, so do limestones. There are many different types of limestones. Once you determine you have a limestone, decide which of the varieties you have by reading the descriptions in the chart below. CHEMICAL SEDIMENTARY ROCKS COMPOSITION PROPERTIES ROCK NAME gypsum soft, hardness of 2, very fine crystals that give the rock a “sugary” appearance; usually light colored Rock Gypsum image by James St. John is licensed under CC BY 2.0 calcite typically light colored; often porous; can appear fibrous Travertine (Limestone) "File:Kalktuff-Block Schloss-Tuebingen 2.jpg" by Ustill is licensed under CC BY-SA 2.0 calcite sand-size grains of calcite called ooids; white to gray; a broken ooid exhibits concentric
banding around a nucleus that can be easily seen with microscope Oolite "Oolitic limestone (Salem Limestone, Middle Mississippian; southern Indiana, USA) 2" by James St. John is licensed under CC BY 2.0 quartz extremely fine crystalline quartz; crystals cannot be seen, even with microscope; conchoidal fracture, very sharp edges; hardness 7 Chert
"Chert ('flint') 2" by James St. John is licensed under CC BY 2.0
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34 BIOCHEMICAL / ORGANIC ROCKS
COMPOSITION PROPERTIES ROCK NAME calcite shell fragments shells “floating” in opaque lime mud; fizzes with HCl acid Fossiliferous Limestone calcite shell fragments shells only cemented together with calcite; very porous; fizzes with HCl acid Coquina "Coquina; Florida, USA)" by James St. John is licensed under CC BY 2.0 calcite shell fragments microscopic shells; chalky; soft; typically white to light gray; fizzes with HCl acid Chalk plants dark brown to black; may be spotted with yellow sulfur compounds; commonly glassy; can exhibit layers or look “blocky”
Bituminous Coal
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35 Classification and Identification of Sedimentary Rocks
Use this flow chart to figure out which sedimentar
y rock you are looking at. Once you answer “yes” to a question, you have the rock name. If you determine the sample is a limestone, decide which type of limestone you have (oolite, chalk, coquina, or fossiliferous limestone). 1. Can you identify any shells or fossils? Yes → Shell fragments only
cemented together → Coquina No → Is it black, may have layers or look glassy--> Bituminous coal Not coquina or coal? Go to the next question 2. Can you see grains? Yes → What size are they? Sand → Sandstone Gravel → What “shape” are the fragments (pebbles)?
Rounded → Conglomerate Angular → Breccia No → Go to the next question 3. Does it look as though the rock has broken into layers? Yes → Shale No → Go to the next question
4. Does the rock “fizz” with HCl?
Yes → Limestone → which type? No → G
o to the next question 5. Is it slightly “gritty”? Does it feel like a fine nail file?
Yes → Siltstone No → Go to the next question
6. Does it scratch glass and have conchoidal (smoothly curving) fracture? Yes → Chert No → Can you scratch it with your thumbnail & does it look crystalline?
Yes → Rock gypsum No → Mudstone
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36 SEDIMENTARY
ROCK
WORKSHEET
R
OCK N
AME
C
LASS
C
HARACTERISTICS
/
D
ESCRIPTION
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
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37 Lab 7: M
ETAMORPHIC R
OCKS
For this lab, we will be identifying an unknown set of metamorphic rocks. Background: Metamorphic rocks
are formed when preexisting rocks are changed physically and/or chemically under conditions of high temperature, high pressure, hot fluids or a combination of these. These conditions usually prevail deep beneath the earth’s surface. Each metamorphic rock has a precursor or protolith
, or the rock that existed before it was metamorphosed. Protoliths may be igneous, sedimentary or metamorphic. Keep in mind that metamorphism occurs in the solid state –
if the rock is melted and recrystallized, then it is back in the igneous realm. There are two general types of metamorphism, contact
and regional
. Contact metamorphism
results from the intrusion of igneous rocks. The heat from the magma, in effect, bakes the surrounding rocks. Obviously, the extent of metamorphism decreases with distance away from the igneous body. Regional metamorphism
is associated with large-scale deformation over large areas (think mountain ranges). Rocks in these deformed belts are subject to stretching and squeezing that cause physical changes in the rock. Rock masses are buried at great depth so they deform or flow plastically. This accounts for the development of a texture known as foliation. Foliation
results from the orientation of mineral constituents in a parallel or sub-parallel arrangement, producing a layering or banding. To classify metamorphic rocks, you must first look at texture. Metamorphic textures consist of 2 main types –
foliated and non-foliated
. Foliated rocks are most commonly the result of regional metamorphism and non-
foliated rocks most commonly the result of contact metamorphism. FOLIATED METAMORPHIC ROCKS There are four kinds of foliated texture that are distinguished by grain size and temperature of metamorphism: 1.
Gneissic
–
(pronounced nice-ick) coarsely foliated texture in which the minerals have been segregated into discontinuous bands, each of which is dominated by one or two minerals. The individual minerals are visible to the naked eye and impart a striped appearance to the rock (zebra rock, as I commonly call it). The light layers are composed of quartz and feldspar while the dark layers are commonly composed of hornblende (amphibole) and biotite. A rock with gneissic texture is called gneiss
.
The most common protoliths of gneiss are intrusive igneous rocks. 2.
Schistose
–
this texture results from the parallel to sub parallel orientation of platy mica minerals such as biotite or muscovite. Other common minerals present are quartz and hornblende. A schistose rock lacks the distinct banding of gneiss and the average grain size is a little smaller than gneiss. A rock with schistose texture is called a schist
. The protoliths for schist are commonly igneous or sedimentary. 3.
Phyllitic
–
this texture is also formed by the parallel to sub parallel alignment of platy minerals, however, here the minerals are barely visible with the naked eye. The rock usually has a sheeny appearance to it. A rock with this texture is called a phyllite
. Common protoliths are mudstone and shale. 4.
Slaty
–
this texture is caused by the parallel alignment of microscopic grains. The rock is called a slate
. Slates are distinguishable by their tendency to break along parallel planes, a property known as rock cleavage
(not to be confused with mineral cleavage). The common protolith is shale.
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38 Increasing Metamorphism Low grade (200° C) Intermediate High grade (800°C) Rock type No alteration Slate Phyllite Schist Gneiss Melting Grain size Microscopic ----fine to medium ---medium to coarse --- coarse Keep in mind also that the name of a foliated metamorphic rock may be modified by the presence of large metamorphic minerals. For example, if you have a schist that has large metamorphic garnet crystals, we would call that rock a garnet schist
. If there is the obvious presence of chlorite (a green mica mineral similar to muscovite and biotite) then the schist would be called a chlorite schist. NON FOLIATED METAMORPHIC ROCKS Nonfoliated rocks commonly contain equal-dimensional grains of a single mineral. Examples are quartzite
which is formed from a quartz sandstone and marble
which is formed from a limestone. Remember, limestone is composed of calcite (CaCo
3
) and will fizz with HCl. To get a marble to fizz, you may need to scratch the surface first. Other common Nonfoliated rocks are listed in the charts on the following pages. These are almost always named based on composition. Use the charts on the following pages to complete the worksheet below. WORKSHEET FOR METAMORPHIC ROCKS Sample # Texture Rock Name Notes / Description 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
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39 C
LASSIFICATION AND I
DENTIFICATION OF M
ETAMORPHIC R
OCKS
FOLIATED
METAMORPHIC
ROCKS G
RAIN S
IZE
D
ESCRIPTION
ROCK NAME
PROTOLITH
very fine dull luster; breaks into flat sheets along planes of rock cleavage; varies widely in color Slate Shale, mudstone "R
ED SLATE
"
BY J
AMES S
T
.
J
OHN IS LICENSED UNDER CC
BY
2.0
fine silky sheen, appears “satiny”; wavy foliation surface Phyllite shale, mudstone "P
HYLLITE
"
BY J
AMES S
T
.
J
OHN IS LICENSED UNDER CC
BY
2.0
medium - coarse “glittery” appearance; composed primarily of biotite and muscovite; foliation surfaces may appear scaly Mica Schist "M
ICA SCHIST M
ANHATTAN I
SLAND
,
N
EW Y
ORK
)"
BY J
AMES S
T
.
J
OHN IS LICENSED UNDER CC
BY
2.0
medium - coarse “glittery” appearance; composed primarily of biotite and muscovite with visible crystals of garnet; foliation surfaces may appear scaly Garnet Schist "G
ARNET SCHIST BY J
AMES S
T
.
J
OHN IS LICENSED UNDER CC
BY
2.0
medium - coarse composed of at least 50% chlorite which gives the rock a greenish hue; often less glittery than other schists Chlorite Schist "A
URIFEROUS SULFIDIC CHLORITE SCHIST B
LACK H
ILLS
,
S
OUTH D
AKOTA
,
USA)
BY J
AMES S
T
.
J
OHN IS LICENSED UNDER CC
BY
2.0
coarse visible crystals of two or more minerals in alternating bands of light and dark Gneiss granite; coarse grained rocks "G
NEISS 1"
BY J
AMES S
T
.
J
OHN IS
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40 NON-FOLIATED
METAMORPHIC
ROCKS G
RAIN SIZE
DESCRIPTION
ROCK NAME PROTOLITH
fine black; gloss; may exhibit rock cleavage Anthracite Coal Bituminous coal dark - medium green; dull luster; no distinguishing characteristics; scratches glass Greenstone basalt, gabbro, other mafic rocks dull to glossy; various shades of green often mixed with white color swirls; does not scratch glass Serpentinite basalt, gabbro, other mafic rocks "S
ERPENTINITE (
Q
UEBEC
,
C
ANADA
)"
BY J
AMES S
T
.
J
OHN IS LICENSED UNDER CC
BY
2.0
composed of talc; easily scratched with fingernail; varies in color from white - gray-black; often feels soapy soapstone talc rich rock "
IMAGE FROM B
RIDGES T
ALC M
INE
,
T
RANS
-P
ECOS M
OUNTAINS
,
T
EXAS
,
USA)"
BY J
AMES S
T
.
J
OHN IS LICENSED UNDER CC
BY
2.0
quartz grains fused together; color varies widely, but usually light colored; appears crystalline quartzite sandstone "Q
UARTZITE S
OUTH D
AKOTA
,
USA)"
BY J
AMES S
T
.
J
OHN IS LICENSED UNDER CC
BY
2.0
fine - coarse calcite crystals fused together; color varies widely; fizzes with HCl marble limestone "M
ARBLE
,
G
EORGIA
,
USA)"
BY J
AMES S
T
.
J
OHN IS LICENSED UNDER CC
BY
2.0
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41 METAMORPHIC
ROCK
FLOW
CHART FOLIATED
Grains / crystals visible
mica (biotite & muscovite) = MICA SCHIST
green mica (chlorite) = CHLORITE SCHIST
mica & garnet = GARNET SCHIST
color banded = GNEISS
No grains / crystals visible
shiny, slightly wavy surface = PHYLLITE
dull with rock cleavage = SLATE
NON FOLIATED
Reacts with HCl
MARBLE
Does not react with HCL
Scratches Glass
crystalline appearance, color varies = QUARTZITE
Green-greenish black; dull = GREENSTONE
Doesn't scratch glass
dark green with white color swirls; H= 4-6 = SERPENTINITE
very soft (H= <2.5); color varies from white-gray-black; powdery feel = SOAPSTONE
black, glossy = ANTHRACITE
COAL
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42 Lab 8: Topographic Maps Topographic maps are the base maps for most geologic field work. They are used to represent large scale features as well as relief, represented by contour lines. In essence, these maps aim to put the three-dimensional shape of earth’s surface onto a two
-dimensional surface. We will touch on some of the basic aspects of topographic maps. Objectives: By the end of this lab, students will be able to:
locate a map by latitude and longitude
use and convert map scales
measure distance, relief, and gradient
interpret features on a topographic map
construct and interpret contour lines
construct and read a topographic profile
calculate vertical exaggeration of a topographic profile Latitude and Longitude Coordinates What do these coordinates mean?
Latitude and Longitude coordinates allow you to pinpoint where something is located on the Earth. Latitude and Longitude coordinates are given in degrees (◦). There are 360
◦
for the entire Earth because it is a sphere. The cardinal directions indicate where you are on the globe. N and S tells us if you are North or South of the Equator (0◦ latitude) and E and W tells us if you are East or West of the Prime Meridian (0◦ longitude). They also indicate the four hemispheres. At any given time, the point or person of interest will be located in two hemispheres: North or South and East or West. For example, Texas is located in the Northern and Western Hemispheres. Let’s look at this is more detail.
All topographic maps produced by the U.S. Geological Survey (USGS) are oriented with north at the top of the map. Therefore, if you locate a position on the map, and move towards the top of the map you are moving in a northern direction, and if you are moving to the bottom of the map, you are moving towards the south. Any movement to the right will be towards the east, and a movement towards the left will be towards the west. These maps are oriented with their sides parallel to lines of longitude
, which are imaginary lines that circle the globe and are oriented so that they pass through the north and south geographic poles. Starting with the 0° longitude line (
Prime Meridian
) that passes through the town of Greenwich, England, these lines increase up to 180° in both directions east and west of the Prime Meridian. The top edge and bottom edges of a topographic map are oriented so that they are parallel to lines of latitude
, which are imaginary lines that circle the globe and are oriented at right angles to the Earth’s axis. The 0° latitude line is the Earth’s Equator
; latitude lines increase up to 90° North or 90° South of the Equator, so that the North Pole has a latitude of 90°N, and the South Pole has a latitude of 90°S. There are several formats for recording latitude and longitude coordinates on a map. We will focus on decimal degrees (DD)
in lab. Decimal Degrees (DD): With the DD format, latitude and longitude are represented as decimal numbers
. When using DD, terms for the cardinal directions (N, S, E, and W) are not used. Instead, positive numbers
represent the Northern and Eastern Hemispheres while negative numbers
represent the
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43 Southern and Western hemispheres. Using the TCC Southeast Campus as an example, the coordinates would be 32.6347° latitude and -97.0708° longitude. Remember, the campus in in the Northern Hemisphere, so the decimal degree is a positive number. We are also located in the Western Hemisphere, so the decimal degree is a negative number. The latitude and longitude coordinates on topographic map are found at the corners of the map. A common USGS topographic map is a 7.5 minute quadrangle, a different format for map coordinates. To convert 7.5 minutes into DD, simply divide by 60. Thus, a 7.5 minute quadrangle map would have a difference of 0.1250° for both latitude and longitude. In this case, the top and bottom edges of a map will represent a distance of 0.1250°
of latitude, and the left and right edges of the map will represent a distance of 0.1250°of longitude. Additional numbers other than latitude and longitude are also shown on the edges of the map; these are a different grid system and will not be explained here. Map Scales
There are two types of scales used on maps: graphic and representative fraction. A graphic scale
is a bar or line with calibrated intervals to represent specific distances. Some maps include more than one graphic scale to show different units of measure. A representative fraction
(RF)
is a scale written as a ratio of unit-less numbers, such as 1:24,000. What this tells you is that every 1 unit on a map equals 24,0
00 of the same unit on the ground, in “real life.” The commonly used units are inches or centimeters, mostly because these are easy to use on the map. However, the same ratio or scale will hold true whether the unit used is feet, kilometers, or bananas. Measuring Distance There are several ways to measure distance on a map. One way is to use a ruler to measure the distance and calculate that distance using the RF scale. You will practice this method with your instructor. Another method is to use a piece of paper on which you have made tic marks to indicate the distance you want to measure. Place the paper against the graphic scale and try to determine the distance between the tic marks. Identifying Features
Any feature on a topographic map can be found on a list of Topographic Map Symbols. For these labs, a copy of the more commonly used symbols is available for your use. There may be a few other features on maps, but usually they will be identified on the map itself. Also, these symbols may vary on older maps. Contour lines
are the most important part of a topographic map. For a map to be a topographic map, it must show elevations (feet above or feet below sea level) and spatial relationships between manmade objects and the landscape. The contour lines represent lines of equal elevation
. Elevations of some easily recognizable points may be noted with a value. Commonly, these are mountain peaks or benchmarks
, specially measured and very accurately located elevations that are marked in the field by a brass plate permanently attached to part of the landscape. These are marked by the letters BM
and a numerical value on maps.
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44 How to Interpret Topographic Features on a Map One of the reasons to use topographic maps is to be able to visualize the lan
dforms or “shape” of the surface. The image below illustrates this concept as well as some basic features of topographic maps: Interpreting Contour Lines All topographic maps have a specific contour interval
- the vertical distance represented by adjacent contour lines. All maps do not have to have the same contour interval - it will depend on the relief of the area. For example, a topographic map of a relatively low - lying area like North Texas might use a 5 ft contour interval to show small changes in elevation, while a map of the Rocky Mountains might use a 100 ft contour interval so that the map is not covered with contour lines. In order to make maps easier to read, every fourth or fifth contour line is drawn in bold and labeled with the elevation. These are known as
index contours
and can also be seen in the map segment above. Keep the following guidelines in mind when working with topographic maps: Rules for Contour Lines 1.
Every point on a contour line is of the exact same elevation; that is, contour lines connect points of equal elevation. If you were to follow a single contour line, you would remain at the same elevation.
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45 2.
Contour lines always separate points of higher elevation (uphill) from points of lower elevation (downhill). In other words, one side of a contour line will contain higher elevations and the other side will contain lower elevations. 3.
Contour lines always close to form an irregular circle; but sometimes part of a contour line extends beyond the mapped area, so that you cannot see the entire circle formed. Notice on this map below that there are some areas where you can see irregularly shaped, closed circles, but for the most part, the lines continue off the edges of the map. 4.
The elevation between any two adjacent contour lines of different elevation on a topographic map is the contour interval
. Often every fifth contour line is heavier. These heavier contour lines are known as index contours
because they generally have elevations printed on them. 5.
Contour lines never cross one another and never branch. These are very rare occurrences, and you will not see this in the lab. 6.
Evenly spaced contour lines of different elevation represent a uniform slope. 7.
The closer the contour lines are to one another, the steeper the slope. The further apart they are, the gentler the slope.
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46 8.
A concentric series of closed contours represents a hill. These images of Mt. Fuji illustrates this concept. In the top image you can see the mountain in a near-profile view while in the second image you can see what the map view of the contours looks like. 9.
Depression contours
have hachure marks on the downhill side and represent a closed depression. (think volcanic crater or sinkhole) The image below shows a topographic map of a hill with a depression and the profile of what that hill looks like. Pay attention to the numbering of the contour lines. Notice the repeat of the 400 ft contour 10.
Contour lines form a V pattern
when crossing streams. The apex of the V always points upstream
(uphill). How to create a contour (topographic) map from elevation data
Some have likened describing how to draw a contour map to telling someone how to ride a bike. Instruction works only to a point; then you just have to do it. Keep the rules for contouring in mind but don’t get bogged down with them. You must first determine your contour interval. The interval is usually chosen based on the relief of the landscape –
interval values are smaller when the topography is flatter and greater when the land is steeper. For our labs, this interval will always be given to you. Contour lines connect points of equal elevation –
which is why you can’t just “connect the dots” unless they are all the same value and are a multiple of the contour interval. For example, if a map has a contour interval of 20 ft, lines might be drawn at 80 ft, 100 ft, 120 ft and so on, but there would be no line drawn representing 110 ft, even if
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47 you see data points labelled 110 ft. You need to extrapolate that the point marked 110 ft would lie between the 100 and the 120 ft contour lines. For some contour lines, you may have several points on the map that should fall on the line, but for other contour lines, you may have none, but you still need to figure out where to draw the line. For the map below, I started to create the contour lines beginning with the 100 ft contour line. Notice that I made sure that the 2 data points that are 100 ft are on the line. For the remainder of the line I made sure that the line was located where 100 ft in elevation could be found. Also notice that all the points higher than 100 ft lie on one side of the line and all the points lower than 100 lie on the opposite side of the line. To continue this map, I might move on to the 95 ft contour. Notice how the line goes off the map at the top and then comes back on. Remember, all contour lines must eventually close to make a circle, but it does not have to occur on your small section of map. Starting the map is always the hardest part. Look for several points of the same elevation that are multiples of the contour interval and start connecting them, making sure to keep points of higher elevation to one side of the line and points of lower elevation to the other side. Then continue from there, paying attention to any tricky areas. 9
8
9
6
10
1
88
96
92
86
10
5
10
0
10
3
10
0
Contour interval 5 ft
100
9
9
10
88
96
92
86
10
10
10
10
Contour interval 5 ft
10
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48 Topographic Profiles A topographic profile
is a side view of a particular part of the map. This must be carefully constructed. The following method is not the only one; your instructor may have another. 1.
Identify the line along which your profile is to be drawn. Here, the line is marked A-
A’
2.
Place a piece of blank paper along the line you have identified. Mark the beginning and end of your profile line as well as the elevations at those points. 3.
Make a mark on the paper where the profile line intersects each contour line and make note of the elevation of each mark. It is also helpful to mark the locations of streams and mountain peaks if present.
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49 4.
Place your paper on the provided grid and make a dot at each of the corresponding elevation marks. 5.
Connect the dots with a smooth curve. Make note of any streams or particular features that may fall on the profile line. Vertical Exaggeration Topographic profiles show a change in elevation between two points on a map. Another way of looking at it is that profiles are graphs plotting the horizontal and vertical scales. Every topographic profile will be distorted because the vertical scale is always larger than the horizontal scale. This is called vertical exaggeration (VE)
. It is important to understand VE because it can affect your interpretation of the map. For example, you can see the following topographic profiles made from the same transect on a map. The top profile is much more exaggerated than the bottom profile and can be misleading.
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50 How to Calculate Vertical Exaggeration (VE): The VE is equal to the vertical scale divided by the horizontal scale
. For example, let’s say the horizontal scale is 1:24,000. Recall, this means o
ne inch on the map equals 24,000 inches on the Earth’s surface. The vertical scale for our example is 1 inch: 1,000 feet. Before we can calculate the VE, we have to make sure all units in both scales are the same. You can convert inches to feet or vice versa. Below, I chose to put the horizontal scale into feet, so that 1 inch: 2,000 feet. Below is the mathematical solution: 2x
VE
thus
2,
1
2,000
1,000
1
2,000
1
1,000
1
Relief and Gradient Relief
is simply the difference in elevation between the highest and the lowest points on your map. If asked to calculate relief in an exercise, be sure to read the entire question to find out just what relief is being asked for. If it is the relief of the map, it means the whole map. You might also be asked to calculate relief between points. You would then just subtract the lower elevation from the higher elevation point to find relief. For example, one point on a map may be 550 ft and the other is 100 ft. Therefore, the relief between the two points is 450 ft. Gradient
is relief (ft) divided by the distance between two points (miles). Gradient is usually expressed in terms of feet per mile (ft/mi). For example, taking the points referenced above, the relief was 450 ft. If the distance between the two points is 2.5 miles, then the gradient would be 450 ft ÷
2.5 miles. Or 180 ft/mile. Note that this is one of those rare instances that you don’t have to make the units the same before you do the math.
Part 1: Practice 1. Convert the following representative fractions (RF) to ground distances. a) 1:24,000 1 inch = __________ feet b) 1:48,000 1 inch = __________ miles c) 1:62,500 1 inch = __________ miles 2.
Study the map on the next page. You need to find the missing contour line values. The elevation of each contour line should be written in the space or gap in each of the lines, being consistent with the direction from which all are read. Remember, too, that each contour line’s value must be evenly divisible by the C.I. Note the elevation of the benchmark. This notation means that the point marked with X is 743 feet above sea level. Use this as a starting point for labeling each of the contours. Note that the C.I. (Contour Interval) is 20 feet. A transect has been drawn from left to right just below center on the map. This transect, labeled A and B, is the line along which information for the topographic profile is taken. You will draw this profile on the next page.
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51
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52 3.
Below are practice maps for you to contour. Contour according to the CI provided with each map. Remember to adhere to the rules for contouring.
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53 Part 2: Interpreting Topographic Maps- Grand Canyon, Arizona Use the Grand Canyon Topographic Map to answer the following questions. Questions: 1.
What are the latitude lines that form the edges of the map? Top: Bottom: 2.
What are the longitude lines that form the edges of the map? Left: Right: 3.
What size topographic map is this? 4.
What two hemispheres are used for this location? 5.
What is the RF of this map? 6.
Convert the RF into feet and miles. Feet: Miles: 7.
Notice that every fifth contour line is drawn more boldly than the others, and that some of them are labeled. On this map, how many feet are there between index contours? _________________________ft 8.
Notice that there are 4 "regular" contours drawn between successive index contours, leaving 5 spaces, or contour intervals, between index contours. What is the CI? _________________________ft 9.
What is the elevation at A? Describe the topography at A (notice and describe the spacing of the contour lines at A). 10.
What is the elevation at B? Describe the topography at B (notice and describe the spacing of the contour lines at B).
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54 11.
Locate Ninety four Mile Creek
. What direction is the creek flowing? How do you know? Locate Monument Creek
. What direction is the creek flowing? Where does this creek start and end? 12.
If you are standing at Mohave Point
, do you have to look uphill or downhill to see the Colorado River
? 13.
You are standing by Hermit Rapids
along the Colorado River
. Describe the topography from that point of view (what does the landscape look like adjacent to the river)? 14.
The gradient
is a way of expressing the steepness of the landscape by reporting the change in elevation that occurs over some horizontal distance. The gradient can be calculated by dividing the rise in the landscape by the horizontal run required to gain that rise, often referred to as “rise over run” in math applications.
You are hiking along the West Tonto Trail between Points X and Y. a.
What is the approximate straight-line distance, or run, between X and Y in miles? ____________________________ b.
Now calculate the straight-line gradient from X to Y (rise/run), with units as ft/mi. ____________________________ c.
What is the approximate distance between X and Y, along the trail, in miles? ____________________________ d.
Next, calculate the gradient along the trail from X to Y (rise/run), with units as ft/mi. ____________________________ e.
Describe the benefits and tradeoffs a hiker makes in following the trail, rather than scrambling straight up the slope, from X to Y. 15.
On the graph paper provided, construct a topographic profile between X and Y. What is the Vertical Exaggeration (VE) of your topo profile? Show your work below.
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55 Lab 9: Earthquake Intensity Map How Are Earthquakes Measured? Earthquakes are classified using different scales. The Richter Scale
is a quantitative
measure of the energy released during the earthquake. The Modified Mercalli Scale
is a qualitative
measure of the amount of damage done by the earthqua
ke and people’s observations of what happened during the earthquake. Earthquake Intensity Using the Modified Mercalli Scale, (Table 1), scientists record responses from many local and regional people who experience the earthquake and assign a value from I (1) to XII (12) with I not felt by people and XII being catastrophic. These numbers are plotted on a map to create colored zones based on the information collected. This is called an intensity map
(Figure 1). Intensity maps can be used to locate the approximate epicenter of the earthquake. This method is based on the idea that the area closest to the epicenter will suffer the most damage. In this lab, we will be examining intensity and in the next lab you will learn more about magnitude. Table 1. Modified Mercalli Intensity Scale
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56 Figure 1. A comparison of intensity maps for the 1994 Northridge and 2001 Nisqually earthquakes. Near the epicenters (marked by a star), the intensity was the most extreme reported for both locations. Image courtesy of the USGS. Objectives: You will read simulated reports of people’s earthquake experiences and then assign Modified Mercalli scale values to these reports. You will plot these values on a map and locate the approximate epicenter of the earthquake. Directions: 1.
Read the Modified Mercalli Scale in Table 1 so you become familiar with the descriptions. 2.
Read the list of experiences from the various cities in Table 2. Assign a Mercalli value to each of the descriptions. Then write each value on the map (Figure 2) next to the corresponding city. 3.
Use colored pencils to draw lines that connect cities having the same Mercalli value. 4.
Use the pattern you have drawn to estimate where the epicenter is located. 5.
Answer the questions below once you have completed the intensity map. Questions (to complete after your intensity map is finished): 1.
What cities were closest to the epicenter of the earthquake? How did you determine this? 2.
Approximately how wide was the zone with a rating of V or higher? (Hint: Use the Map Scale provided) 3.
What happens to the intensity of the earthquake and its corresponding damage to land and buildings as the distance from the epicenter increases? 4.
What are some possible sources of error when using the Modified Mercalli Scale to locate the epicenter of an earthquake? 5.
Refer to Figure 1. These two earthquakes were of similar magnitude, yet the intensity maps are different. Hypothesize why this may be the case based on what you learned today.
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57 Table 2.
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58 Figure 2.
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59 Lab 10: Locating an Epicenter When an earthquake occurs, it is important for scientists to locate the epicenter to better understand the magnitude and frequency of earthquakes and communicate their findings to other scientists and the public. Doing this allows engineers and city planners to develop better safety codes in buildings, homes, and infrastructure for a specific region when preparing for future events. Objective: The goal of this activity is for the student to practice reading seismograms and use the information to approximate an epicenter for an earthquake. Background: The epicenter
is the point on the Earth’s surface directly above the focus (or hypocenter). The focus
is the point of rupture along a fault within the crust where the earthquake is generated (Figure 1). Seismic waves
radiate from the focus of the earthquake as body waves known as P waves
and S waves
. (Surface waves will not be discussed here) Recall from your learning, P waves travel much faster and will arrive at a seismograph station before the S waves. Seismograms,
recordings from a seismograph station, track the seismic waves and serve two purposes. First, scientists can determine the magnitude
, or amount of energy released, of an earthquake based on the amplitude of the waves. The magnitude is based on the Richter Scale
. Second, scientists can study the arrival times of the P and S waves and determine the S-P Lag Time
—
the difference in arrival times for the two waves. (Figure 2) The average speed of seismic waves is 8 km/s. By multiplying this speed and the S-P Lag Time, we can approximate the distance between the earthquake and the seismograph station; however, it does not provide the direction. Figure 1.
Epicenter & Hypocenter. Courtesy of USGS. Figure 2.
Example of a seismograph illustrating the arrival of body and surface waves. The difference in arrival times for the body waves, P and S waves, is called the S-P Lag Time. Courtesy of Brooklyn College- Dept. of Geology
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60 Using seismograms from three seismograph stations, scientists can determine the location of the epicenter by a process called triangulation
. Scientists draw a circle on a map using the location for a seismograph station. The size of the circle depends on the distance of the station to the earthquake and the scale of the map. Once three circles have been drawn on the map, scientists can approximate the epicenter location based on where the circles intersect (Figure 3). Directions: 1.
Start by reading the background information for this lab. 2.
Using a ruler, draw lines indicating the arrival times for the P and S waves for the Pasadena, CA (PAS) seismograph. Record this information in the data chart below
. 3.
Subtract the arrival time of the P wave from that of the S wave. This is the S-P Lag Time. Record this information in the data chart below. 4.
The average speed of seismic waves is 8 km/s. Multiply the S-P Lag Time (seconds) by 8 km/s to get the distance to the epicenter. Record this value in the chart below. 5.
Find the bar scale on the map. Using a compass, set the distance between the point and the pencil to the distance determined for the Pasadena station using the bar scale. 6.
Place the point of the compass on the station (marked by a triangle on the map) and draw a circle around the station. The epicenter of the earthquake is somewhere on the edge of that circle. 7.
Repeat the above steps to draw a circle around the remaining two stations; Dugway, UT (DUG) and Berkley, CA (CMB). 8.
Answer the questions that follow, after you complete these steps. Data Table: Station Arrival Time for P wave (sec) Arrival Time for S wave (sec) S-P Lag Time (min) Distance to Epicenter (km) PAS DUG CMB Figure 3.
Triangulation can be used to locate an earthquake. The locations of the seismograph stations are shown as green dots. The calculated distance from each station to the earthquake is shown as a circle. The location where all the circles intersect is the location of the earthquake epicenter. Curtesy of USGS
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61 Questions: 1.
If you picked P and S arrival times correctly and drawn circles accurately all the circles will overlap at one point. The point where all the circles overlap is the approximate epicenter of the earthquake. Place a star at the approximate location of the epicenter based on your work. 2.
Determine the latitude and longitude coordinates of the earthquake from the map and record it below. If you need assistance with coordinates, please ask the instructor. Latitude ____________________ Longitude ___________________ 3.
This method of locating the epicenter is a simplified version of what scientists use. Based on the method in this activity, what are some possible sources of error? 4.
How could we reduce these errors you listed in #3? Is it possible to always eliminate human errors in scientific investigations? Explain.
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62 Seismographs Amplitude (mm/sec) x 1000 Time (sec)
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63 Map
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64 Lab 11: Structural Geology Objective: This lab will focus on the structures that result from deformation in Earth’s crust, namely folds and faults. By the end of this lab you should be able to: ●
identify different types of folds and faults; and ●
interpret and draw folds and faults in block diagrams. Background: Below is a very brief description of folds and faults. You should have more information in your lecture notes. Folds Folds are geologic structures in which rock layers have been bent as the result of applied stress. The most common types of folds are anticlines
, synclines
, domes,
and basins
. An imaginary plane can be drawn through a fold where the layers of rock change the direction of their tilting. This is called the axial plane
. It is noted on a map by drawing a line at the intersection of this plane and the surface. This line is called the fold axis or hinge line
. Based on the appearance of the fold in cross-sectional view, the fold may be upright (vertical axial plane), inclined (tilted axial plane with the limbs dipping at different angles), overturned (the limbs dip in the same direction), or recumbent (axial plane is horizontal). All of the problems we will be working in this section are shown in block diagrams
. These diagrams represent a portion of the earth shown in three dimensions. The top view is called the map view
and represents a bird’s
-eye view. The front view is called the cross section
or profile view
and represents what you would see in a road-cut view. Try to keep in mind that the map view also represents erosion, which removes much of the structures in question.
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65 Plunging folds
are folds that are tilted. You can tell the difference between plunging and non-plunging folds by looking in the map view of the block diagram. Non-plunging folds create linear and parallel outcrops and plunging folds will have a “V” shape in the map view (not the same as a topographic “V”).
Can you determine which is plunging and non-plunging in the below diagrams? Faults Faults are fractures in the earth’s crust along which rocks on opposite sides of the fault have moved parallel to the fault surface. Faults are the result of brittle deformation in which rocks break rather than bend as with folds. Faults can generally be classified as either strike-slip
or dip-slip
depending on whether movement is along the dip plane (dip-slip) or movement in a horizontal direction (strike-slip). In the blocks below, there is a fault (the blue line) that can be observed offsetting the rock layers (colored bands). In each block, you can see there is a block of rock above the fault line and another below the fault line. The block of earth above the fault line is called the hanging wall
and the block of earth below the fault line is called the footwall
.
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66 Dip-slip faults are further classified as either reverse
or normal depending on the relative motion of the hanging wall and footwall. These terms are used to describe either side of a fault system. If, after movement, the footwall has moved up relative to the hanging wall, the fault is called a normal fault. If, after movement, the footwall has moved down relative to the hanging wall, the fault is known as a reverse fault. Can you determine which is which in the blocks above? Strike slip faults are further classified as either right-lateral
or left-lateral
depending on which way the rocks move on either side of the fault. You must be looking at the map-view to determine this. Imagine yourself standing on the surface, on one side of the fault, in the yellow rock layer in the blocks below. Look across the fault line and determine which way the other yellow rock layer has moved - if it has moved to the left of you, we call it a left-
lateral fault. If it moves to the right of you, we call it a right-lateral fault. Can you determine which is which in the blocks below?
STRIKE & DIP
Geologists use the system of strike and dip to describe and measure the orientation of rock layers. Strike
is the line formed by the intersection of a horizontal plane (a rock layer, a fault) and an inclined surface. We call this the strike line
. Dip
refers to the angle between a horizontal plane and the inclined surface (in other words, the tilt of the plane). Dip is always measured perpendicular to the strike line. The image below shows strike and dip as well as the map symbol used to represent the strike and dip. Source: Karla Panchuk (2018) CC BY 4.0. Modified after Steven Earle (2015) CC BY 4.0 IDENTIFYING
GEOLOGIC
STRUCTURES The diagrams on the following pages are block diagrams. The top of a block diagram is an oblique view of the earth's surface, in other words it is a geologic map that you are viewing at an angle from above. The vertical sides of a block diagram are cross-sections, cut-away views that show how the rocks and structures extend into the earth. Cross-sections typically don't contain geologic map symbols. However, to make sure that we understand relative motion on faults, we will use half-arrows on each side of any fault in the cross-sections. All other map symbols appear only on the map view of the block diagrams.
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67 ●
Add the correct strike & dip symbol to the map view. ●
Number the rock layers from oldest to youngest. ●
Have the rock layers been deformed? _____________ ●
Add the correct strike & dip symbol to the map view. ●
Number the rock layers from oldest to youngest. ●
Using a protractor, measure the dip of the layers and add to the correct location on the map. ●
Can you number the rocks from oldest to youngest? Why or why not? ______________________________________
______________________________________
______________________________________
______________________________________ ●
Number the rock layers from oldest to youngest ●
What type of fold is present? ___________ ●
Add another strike & dip symbol to the map where it is needed ●
What does the red line represent? ___________ ●
Is this fold plunging or non-plunging? _____ ●
Number the rock layers from oldest to youngest ●
What type of fold is present? ___________ ●
Add another strike & dip symbol to the map where it is needed ●
Is this fold plunging or non-plunging? _____
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68 ●
Number the rock layers from oldest to youngest ●
What type of fold is present? ___________ ●
Add another strike & dip symbol to the map where it is needed ●
Is this fold plunging or non-plunging? _____ ●
Number the rock layers from oldest to youngest ●
What type of fold is present? ___________ ●
Add another strike & dip symbol to the map where it is needed ●
Is this fold plunging or non-plunging? _____ ●
Number the rock layers from oldest to youngest ●
What type of fold is present? ___________ ●
Add another strike & dip symbol to the map where it is needed ●
Number the rock layers from oldest to youngest ●
What type of fold is present? ___________ ●
Add another strike & dip symbol to the map where it is needed
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69 ●
Number the rock layers from oldest to youngest ●
Label the hanging wall and footwall. ●
In cross section view, place arrows on either side of the fault to indicate relative direction of movement ●
Using a protractor, measure the dip of the fault and add this information to the correct place on the map ●
What type of fault is this? __________ ●
Number the rock layers from oldest to youngest ●
Label the hanging wall and footwall. ●
In cross section view, place arrows on either side of the fault to indicate relative direction of movement ●
Using a protractor, measure the dip of the fault and add this information to the correct place on the map ●
What type of fault is this? __________ ●
Number the rock layers from oldest to youngest ●
Label the hanging wall and footwall. ●
In cross section view, place arrows on either side of the fault to indicate relative direction of movement ●
Using a protractor, measure the dip of the fault and add this information to the correct place on the map ●
Add the missing strike & dip symbol for the rock layers ●
What type of fault is this? __________ ●
Number the rock layers from oldest to youngest ●
Label the hanging wall and footwall. ●
In cross section view, place arrows on either side of the fault to indicate relative direction of movement ●
Using a protractor, measure the dip of the fault and add this information to the correct place on the map ●
Add the missing strike & dip symbol for the rock layers ●
What type of fault is this? __________
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70
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71
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72 Lab 12: Geologic Time
PART 1: RELATIVE DATING Geologists use two methods for investigating and understanding the geologic history of a location
—
relative dating
and absolute dating
. Relative dating provides a sequence of events but cannot be used to give actual dates. Absolute, or radiometric, dating allows geologists to determine dates for these events. When used together, these methods provide a record of the geologic past known as the Geologic Time Scale
. In this lab exercise we will learn some of the basic principles that geologists use to interpret the geologic history of an area. These relative dating principles
allow geologists to list the order of geologic events from earliest (oldest) to most recent (youngest). In Part 2, we will continue by examining absolute dating and the Geologic Time Scale.
Background Information: Relative Dating Principles: Nicolas Steno
(1638 –
1687) observed that most sedimentary rocks are formed by material that settles out of water under the influence of gravity. With this understanding, Steno came up with the following two principles: Original Horizontality
–
Sediment forms layers that are essentially horizontal and relatively parallel to the Earth’s surface. Therefore, if you encounter layers that are inclined or no longer horizontal, you would know that they must have been subjected to deformation after they were formed. Superposition
- Because sedimentary rocks are formed by the accumulation of successive layers, the oldest rocks would be at the bottom of an undisturbed sequence and the youngest rocks would be at the top. Charles Lyell
(1797-1875) founded two other important principles for determining the history of an area:
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73 Principle of Inclusions
- If a sedimentary layer contains inclusions or fragments of another rock, these inclusions must come from a rock that is older than the sedimentary layer in which they are included. The same principle can be used when looking at plutons. Pieces of surrounding country rock may break off and be included in the pluton without undergoing complete melting Cross-Cutting Relationships
are also important in deciphering the history of an area. Some geologic events and features such as faults, plutons, and unconformities (see below) cut across other geologic structures and layers. The feature that is being cut must have already been present before the cutting event. The feature that does the cutting must be younger. Unconformities: If sedimentary layers are continuously depositing without interruption, they are considered conformable
. However, commonly there are breaks in the depositional process. These may be times of nondeposition
or times of erosion
. An unconformity is a surface in the rock record that represents this break, or gap in geologic time. The presence of an unconformity can also imply a period of uplift and erosion. It is important to remember that unconformities represent huge periods of time –
usually millions to tens of millions of years. In geologic cross-sections, unconformities are represented by a thick straight or wavy line.
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74 Let’s examine the 3 types of unconformities below:
Disconformity
- This is an unconformity which separates younger rocks from older rocks along an erosion surface. Both the older and younger rocks are still relatively horizontal. Nonconformity
- An erosional surface that separates older igneous or metamorphic rocks from younger, sedimentary rocks is known as a nonconformity. A common way to recognize a nonconformity is the presence of inclusions of the older igneous or metamorphic rock in the sedimentary layer and a lack of contact metamorphism in the sedimentary rocks. Angular Unconformity-
This occurs when the sedimentary layers below the unconformity are at an angle to the sedimentary layers above. A period of deformation (tilting or folding) can be inferred before the period of erosion.
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75 Objective: In this lab, students will practice using the relative dating principals to describe the order of geologic events from oldest to youngest for several simplified geologic cross-sections. Directions:
To put these principles into practice, look at the following geologic cross-sections and put the geologic events and formations in the correct sequence, beginning with the oldest event on the bottom. In geology, we always work our way from the earliest to most recent. Make sure to include all geologic formations, unconformities, and structural events (tilting, folding, faulting) in your section. When listing an unconformity, make sure to indicate which type of unconformity is present. Example 1:
List the order of events from 1 –
14.
What type of unconformity is K? ____________________________
What type of unconformity is I? ____________________________
What principle did you use to find the relative age of the Ant Sandstone? ____________________________
What principle did you use to find the relative age of the Gnu Granite? ____________________________
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76 Example 2:
List the order of events from 1 –
12.
What type of unconformity is K? ____________________________
What principle did you use to find the relative age of the Eli Breccia? ____________________________ Example 3:
List the order of events from 1 –
16.
What type of unconformity is X? ____________________________
What principle did you use to find the relative ages for M, E, and C? ____________________________
Were these geologic layers deposited at an angle? Explain. ___________________________________
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77 PART 2: ABSOLUTE DATING Unlike relative dating, that puts the geologic events in a sequence of oldest to youngest, absolute dating provides and order of events and the amount of time that has passed since they occurred. Absolute dating is referred to as radiometric dating
because it is based on the radioactive decay of isotopes to quantitatively measure the passage of time. Background Information: Isotopes
are variations of an element due to number of neutrons in the atom. Recall, the atomic mass
is determined by the atom’s number of protons and neutrons within the nucleus. Elemen
ts with varying isotopes will have slightly different atomic masses due to the different number of neutrons in their nuclei; however, they are still the same element, if the atomic number
(number of protons) remains the same. Radioactivity
decay occurs when an unstable isotope breaks down (decays) and turns into another isotope or element. The original, unstable isotope is known as the parent isotope and the daughter
isotope or element is formed from the decay. The daughter products may be stable or unstable and an unstable daughter product will further decay into another product. For example, 238
U decays into 206
Pb. The percentages of parent and daughter isotopes will always equal 100%. Half-life
is the time it takes for half of the parent isotope in a sample to decay to the daughter product. For example, the time it takes for half of the amount of 238
U in a sample to decay into 206
Pb is about 4.5 billion years. Figure 1. Parent/ daughter isotope ratio on a half-life graph. (
http://serc.carleton.edu/NAGTWorkshops/time/geochronology.html
) 3.125
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78 Parent Isotope Daughter Isotope Half-Life (T ½
) Materials Dated Useful Dating Range Uranium-235 Lead-207 713 million years zircon Ages >10 million years Potassium-40 Argon-40 1.3 billion years Biotite, muscovite, volcanic rocks Ages >50,000 years Carbon-14 Nitrogen-14 5,730 years Shells, limestone, organic materials Ages 100-60,000 years Figure 2. Some common isotopes used for radiometric dating. Objectives: Students will practice reading information from a generalized radiometric decay graph and use half-
lives for radioactive isotopes to evaluate the age of geologic materials. Students will combine this information with that from relative dating principles to further define the ages for geologic materials on a simplified cross-section from Part 1 of this lab. Directions:
Use the information from Figures 1 and 2 to answer the following questions. For questions involving calculations, show your work for full credit. Practice:
For each hypothetical rock sample below, what percentage of the original parent isotope remains after each of the following half-lives have elapsed and how much of the daughter isotope is produced? If the parent isotope was determined to have a ½-life of 150 million years, calculate the numerical age of the hypothetical rock samples based on the number of half-lived that have elapsed. Rock Sample # ½-Life Elapsed % Parent Remaining Daughter % Produced Age of Rock Sample A 1/4 B 1 C 3 D 5 Questions: 1.
While out hiking, you collect a sample of fossiliferous limestone. The fossils within this specimen contain about 6.25% of the Carbon-14 found in modern shells. What is the age of the fossiliferous limestone? 2.
The Canadian Shield, the oldest rock in North America, is estimated to be 4 billion years old based on Potassium-40 dating. a.
Approximately how many half-lives have elapsed? b.
Based on your previous answer, what is the current percentage of Potassium-40 in the Canadian Shield? 3.
Refer to Example 3 from Part 1- Relative Dating. Samples were collected from Igneous Rock D to determine its absolute age using Uranium-235. a.
If the samples indicated only 25% of the Uranium-235 was left, how old is the igneous intrusion? b.
What can you determine about the absolute ages for Sandstone A and Shale M based on this information?
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79 Part 3. The Geologic Time Scale The Geologic Time Scale
utilizes the relative and absolute ages from geologic past and presents it in a hierarchical scheme with Eons, Eras, Periods, and Epochs. Figure 3 is a simplified version of the Geologic Time Scale that displays the three main eras, which are sub-classified into periods. Not shown is the Precambrian
that begins with the formation of the Earth 4.65 billion years ago and transitions into the Paleozoic Era at 542 million years ago. This part of the record accounts for about 88% of Earth’s history. As well, the Paleogene and Neogene are further sub
-
classified into Epochs that are not shown here. Figure 3 also presents important index fossils
that were common during specific time intervals in Earth’s history. Index fossils are organisms that are widespread for short timespans in history and well-preserved in the rock record. The red arrow next to the species represents the time it appeared and subsequently disappeared from the geologic record. For example, we are all familiar with the Tyrannosaurus. This species appeared at the beginning of the Cretaceous Period in the Mesozoic Era and went extinct at the end of the Cretaceous, which also marks the end of the Mesozoic. In years, we can also provide a range for the Tyrannosaurus based on this chart that this dinosaur was present on Earth
—
from 145.5 to 65.5 Ma. (Recall, we always start with the oldest age and end with the youngest) Objectives: Students will practice reading a simplified Geologic Time Scale to answer questions about common index fossils and fossil assemblages. Students will also use this information along with relative and absolute dating principles to determine the age of a rock layer. Directions:
Use Figure 3 to answer the following questions. 4.
What is the geologic range of the group Phacops
, a type of Trilobite? 5.
Identify the fossils in the following images and list their geologic ranges in periods and years. A.
__________________ B. _______________________ C. ____________________ __________________ ________________________ ____________________ __________________ ________________________ _____________________ 6.
While out camping with your family, your children are excited to find a sedimentary rock containing fragments of Phacops and
Eurypterus, along with some shark’s teeth.
They want to know how old the shark’s teeth are. They also want t
o know if they might find dinosaur fossils with these shark’s teeth. They also want to know why. They also want some ice cream. What do you tell them?
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80 7.
Refer again to Example 3 from the Relative Dating Lab. Geologists studying the area found the following fossils in Shale M: Derbyla, Archimedes, and Paleolimulus
. a.
What is the age range for this rock layer based on this fossil assemblage? b.
Does this new information affect your previous estimates for M? If so, what is your new age range? c.
Approximately how much missing time does Unconformity Y represent? Figure 3. Geologic time scale with geologic ranges for some common index fossils. (Applications and investigations in earth science. 8
th
ed.)
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81 Lab 13: Characteristics of Ocean Water-Part 1 Background: Ocean circulation
governs our climate patterns and has two main components: surface water currents and deep ocean currents. Surface currents
are driven primarily by the prevailing global winds while the deep ocean currents
are the result of differences in water density. Recall, density is mass/volume and the density of pure water is 1 g/cm
3
. A density current is the circulation, or movement, of one body of water over, under, or through another body of water because of differences in density. These density differences are caused by salinity
and temperature variations between the water bodies. Salinity Salinity is the amount of dissolved salts in the water expressed as parts per thousand (parts salt per 1000 parts water, 0
/
00
). Many dissolved salts are found in seawater, but sodium chloride is the most common. In regions where evaporation is high, more salts will be concentrated in the ocean water. In regions where there is more precipitation and where streams enter the ocean, the freshwater will dilute the salt water making the ocean water less salty. Latitude also affects salinity. Melting icebergs and sea ice will lower the concentrations of salt. However, the formation of sea ice will increase salinity. Temperature Like salinity, ocean water temperature varies from the equator to the poles and changes with depth. These factors will affect the ocean water density, and therefore, our climate system. When water cools, it contracts and the molecules become more crowded, making the water denser. The opposite is true of warm water. Warm waters expands and molecules have more room, so the water is less dense. Part 1: Use Figure 1 to answer the following questions. In Figure 1
, the global surface salinity data was collected remotely by satellite. The units are in PSU, another unit of measurement for salinity and stands for Practical Salinity Unit, which is a unit based on the properties of sea water conductivity. It is considered equivalent to parts per thousand as we discussed previously. 1.
Overall, the (Atlantic Ocean / Pacific Ocean) has higher surface salinity. 2.
Which latitudes in the Atlantic Ocean have the highest surface salinities? 3.
Is the salinity of the equatorial regions higher or lower than the regions in your answer for #2 above? Explain why you think this is the case. 4.
The data collected for this image was taken by a satellite over 10 years ago. Give an example for where the surface salinity might have changed since that time and explain your reasoning.
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82 Figure 1. Annual mean of the sea surface salinity distribution (Image from http://www.salinityremotesensing.ifremer.fr/sea-surface-salinity/salinity-distribution-at-the-ocean-surface
)
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83 Part 2. Ocean Currents and the Coriolis Effect There are two types of ocean currents: surface currents and deep currents. Winds, water density, and tides all drive the ocean currents. Surface ocean currents
are controlled by prevailing global wind systems as they move over the oceans. These currents transfer heat from the tropics to the polar regions, influencing local and global climate. For example, the warm Gulf Stream originating in the tropical Caribbean, carries about 150 times more water than the Amazon River. The current moves along the U.S. East Coast across the Atlantic Ocean towards Europe. The heat from the Gulf Stream keeps much of Northern Europe significantly warmer than other places equally as far north. (NOAA, 2017) Refer to Figure 1 for a map of the major surface currents.
Figure 2: Global Surface Ocean Currents Earth’s rotation results in the Coriolis Effect
, which also influences ocean currents. Winds and ocean waters get deflected from a straight-line path as they travel across the rotating Earth. This phenomenon causes ocean currents in the Northern Hemisphere to move to the right and in the Southern Hemisphere to the left. (NOAA, 2017). Deep ocean currents arise from
differences in water density. Recall from our previous lab, seawater density is controlled by temperature and salinity. This process is known as thermohaline circulation
. Let’s look at the North Atlantic Ocean as an example. In the North Atlantic, ocean water is colder and denser. When ocean water freezes, forming sea ice, salt is left behind causing surrounding seawater to become saltier and, even denser. Dense, cold, salty water sinks to the ocean bottom. Next, the surface water flows in to replace the sinking water, which in turn becomes cold and salty enough to sink. Think of this as an ocean conveyer belt
—
a connected system of deep and surface currents that circulate around the globe. Refer to Figure 3 for an illustration of the glo
bal “Conveyor Belt.”
Figure 3. Thermohaline circulation
—
also known as the Global Ocean Current Conveyor Belt This global set of ocean currents is a critical part of Earth’s climate system as well as the ocean nutrient and carbon dioxide cycles. (NOAA, 2017)
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84 Part 2: Ocean Currents Directions:
Answer the following questions using Figure 2. 1.
The general direction of the surface currents north of the equator are (clockwise / counterclockwise). The general direction of the surface currents south of the equator are (clockwise / counterclockwise). 2.
Which surface ocean current flows along the Eastern Coast of the US? ________________________ Is this a warm or cold current? What direction does it flow? 3.
Which surface ocean current flows along the Western Coast of the US? ________________________ Is this a warm or cold current? What direction does it flow? Part 3: The Coriolis Effect Directions and Questions: 1.
Obtain your supplies from the instructor. (paper plate, fastener, colored markers) 2.
You will need to work in pairs. 3.
You will use the fastener to rotate the paper plate. 4.
Use one color marker to draw a straight line across the plate. This illustrates the path of clouds or currents moving on a non-rotating planet. 5.
Now, have one person spin the disk counterclockwise. This is the direction that the Earth rotates, when viewed from the North Pole. Which hemisphere is this disk modeling? ____________________________________ 6.
The second person will draw a straight line across the plate using a different colored marker, while it is spinning at a constant speed. Be sure to watch that your marker follows a straight path! Label the beginning of the line you drew with an arrow pointing in the direction the marker moved. Did you draw a straight line as you did in #4? _________________________________ With the starting point of the line directly in front of you, in which direction was line deflected? (Which way does the arrow point
—
right or left?)______________________________________ Which direction does the line curve (clockwise or counterclockwise)? ____________________________ If you were in an airplane that takes off from Miami, Florida and is flying to Toronto, Canada, would your plane be deflected to the left or to the right as it flew?____________________________________ Try to spin the plate at a faster, but still constant speed, while you again draw a straight line with the same color marker. What did you observe about the curved line this time? __________________________________
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85 7.
Now spin the plate clockwise. This is the direction that the Earth rotates when viewed from the South Pole. Which hemisphere is this disk modeling? ____________________________________. Follow the same directions as you did above, but use a different colored marker this time. Did you draw a straight line as you did in #4? _________________________________ With the starting point of the line directly in front of you, in which direction was line deflected? (Which way does the arrow point
—
right or left?)______________________________________ Which direction does the line curve (clockwise or counterclockwise)? ____________________________ If you were in a cruise ship that set sail from Cape Town, South Africa and was sailing for Rio de Janeiro, Brazil, would your ship be deflected to the left or to the right as it traveled?_______________________
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86 Lab 14: Characteristics of Ocean Water-Part 2 Background: When large masses of water of unequal densities meet, they usually do not mix. Deep currents are formed from cold, dense water that flows beneath warmer, less dense water. The cold water usually forms near the poles while the less dense water forms near the equator. Upwelling is a term used when cold, deep ocean waters move upwards to replace warmer surface waters. This process is common along the western coasts of Africa, North and South America. Pre-Lab Questions: 1.
Matching ________ upwelling A. a continuous flow of water along a constant path in the ocean; example is Gulf Stream ________ surface currents B. movement of cold deep water to the ocean surface ________ density currents C. the sinking of water that has become heavier than surrounding water
Procedure: 1.
Set up a clear plastic box as shown below and add about 800 mL of room temperature water to the box. Let the water become still before proceeding. 2.
Next, place 25 mL of room temperature water in a small beaker. Add one level teaspoon of salt and one drop of yellow food coloring and stir until the salt dissolves. Carefully and slowly pour the solution into the raised end of the box as shown below. Position yourself at eye level along the side of the box and observe what happens to the solution. Describe your observations below. Observations: GENTLY! Pour color water solutions in here Block of Wood Block of Wood
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87 3.
Place 25 mL of ice water in a beaker and stir it with a drop of blue food coloring. DO NOT POUR IT INTO THE BOX YET! Predict what will happen when you pour the blue ice water into the box. PREDICTION: 4.
Now, carefully and slowly pour the solution into the raised end of the box as shown previously. Describe your observations below. Observations: 5.
Rinse and refill your beaker with 25 mL of hot tap water, and stir in a drop of red food coloring. Predict what will happen when you pour the blue ice water into the box. PREDICTION: 6.
Now, carefully and slowly pour the solution into the raised end of the box as shown previously. Describe your observations below. Observations: 7.
From what you have observed so far, which solution has a higher density? Saltier water or less salty water? Warm water or cold water? 8.
Next, add a level spoonful of salt and a drop of green food coloring to 25 mL of ice water. Stir until the salt dissolves and then carefully pour the solution into the box as you previously did with the other solutions. . Describe your observations below. Observations: 9.
Use colored pencils to fill in the following diagram showing the relative positions of each of the solutions in the box. Block of Wood
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88 Follow-Up Questions: 1.
How would an increase in evaporation effect the density of ocean water? 2.
Which would contain more water molecules? A) a beaker containing 100 mL of hot water or B) a beaker containing 100 mL of cold water 3.
In this lab, we learned that denser water sinks. However, upwelling is the movement of cold water from the ocean depths to the surface. What causes upwelling? 4.
Regions of upwelling are often good commercial fishing areas. How does upwelling contribute to an abundance of fish? 5.
During an El Nino event, upwelling off the coast of Peru stops. What effect would this have on the temperature of the surface waters nearest the coast of Peru? 6.
How might a long-term El Nino event affect the anchovy fishing industry that many Peruvians depend on for their livelihood?
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89 Lab 15: Relative Humidity & Dew Point Part 1: Water Vapor Content
Background: Any measurement of water vapor in the air is referred to as humidity
and the amount of water vapor required for saturation is directly related to temperature. The mixing ratio
is the mass of water vapor in the air compared to the remaining mass of dry air. Table 1 below presents the mixing ratios for saturated air at different temperatures. Use this table to answer the questions that follow. As well, refer to your lecture notes for additional assistance.
1.
Using Table 1, determine how much water vapor is required to saturate 1 kilogram (kg) of air at the following temperatures:
a.
40
◦
C : _____________ grams
b.
20
◦
C : _____________ grams
c.
0
◦
C : _____________ grams
d.
-20
◦
C : ____________ grams
2.
Refer again to Table 1. How much more water vapor is contained in1 kg of saturated air at 35
◦
C compared to 10
◦
C? The difference is ___________ grams. Or, in other words, saturated air at 35
◦
C contains __________ times more water vapor than saturated air at 10
◦
C.
3.
To better illustrate the relationship between the Saturation Mixing Ratio and temperature, create a graph using Figure 1 by plotting the data provided in Table 1 above.
4.
Based on your graph (Figure 1) and Table 1, briefly explain the relationship between the amount of water vapor needed for saturation and temperature.
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90 Part 2: Relative Humidity and Dew Point Background: The most common measurement used to describe the amount of water vapor in the air is known as Relative Humidity
. It describes how close the air is to being saturated and is given as percentage. Below is the formula for calculating the relative humidity:
Relative Humidity (%) = Water Vapor Content Saturation Mixing Ratio x 100
Example from Table 1: The saturation mixing ratio of air at 15
◦
C is 10 g/kg. If the actual water vapor in the air was 2 g/kg, the relative humidity of the air would be calculated as:
Relative Humidity (%) = 2 g/kg
10 g/kg
x 100
Relative Humidity (%) = 20%
5.
Use Table 1 and the formula to calculate relative humidity for the following examples. Notice the temperature is the same and the water vapor content varies for all the examples.
Air Temperature (
◦
C)
Water Vapor Content (g/kg)
Relative Humidity (%)
15
2
15
5
15
7
6.
Use the information from #5 above to answer the following questions:
a.
Adding water vapor will ( increase / decrease ) relative humidity
b.
Reducing water vapor will ( increase / decrease ) relative humidity
7.
Again, use Table 1 and the formula to calculate relative humidity for the following examples. Notice the temperature varies and the water vapor content remains the same for all the examples.
Air Temperature (
◦
C)
Water Vapor Content (g/kg)
Relative Humidity (%)
25
5
15
5
5
5
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91 8.
Use the information from #7 above to answer the following questions:
a.
When the water vapor content remains the same, cooling the air ( raises / lowers ) the relative humidity.
b.
When the water vapor content remains the same, increasing the air temperature ( raises / lowers ) the relative humidity.
Think About It….
9.
When we heat our homes in the winter, what effect does the heating have on the relative humidity inside the home? What can be done to lessen this effect?
Dew Point
Background: Dew Point
is the temperature at which saturation occurs, or in other words, it is the temperature when the relative humidity of the air is 100%.
Example from #7:
In the table you completed for #7, you determined that air at 25
◦
C, containing 5 g of water vapor, had a relative humidity of 25%. This indicates the air is NOT saturated. However, when the temperature dropped to 5
◦
C, the air had a relative humidity of 100% and IS saturated. Thus, the 5
◦
C is the dew-point temperature for that example.
10.
Use Table 1, determine the dew point temperature for air that contains 7 g of water vapor content at saturation? ______________
◦
C
11.
What are the relative humidity and dew point temperature of air that is 25
◦
C and contains 10 g of water vapor?
a.
Relative Humidity = ______________%
b.
Dew Point Temperature = _____________
◦
C
Part 3: Measuring Relative Humidity & Dew Point
Background: A Sling Psychrometer
is one method used to determine relative humidity and dew point temperature of the air. A sling psychrometer consists of two identical thermometers attached side-by-side. One thermometer measures the air temperature and is called the dry-bulb thermometer
. The second thermometer, called the wet-
bulb thermometer
, has a wet cloth wrapped around its bulb. As the thermometers are spun for about 1-2 minutes, water on the wet-bulb evaporates and cooling results. In dry air, the rate of evaporation will be higher than in humid air. After recording the temperatures from both thermometers, you can use the following two tables (Tables 2 and 3) to determine relative humidity and dew point.
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92 12.
Use Table 2 to determine the relative humidity for each of the following results from the psychrometer:
READING 1
READING 2
Dry-bulb temperature
20
◦
C
32
◦
C
Wet-bulb temperature
18
◦
C
25
◦
C
Difference between dry- and wet-bulb temperatures
◦
C
◦
C
Relative Humidity
%
%
13.
Based on the results from the previous question, describe the relationship between the difference
in the dry-
bulb and wet-bulb temperatures compared to the relative humidity of the air.
14.
Use Table 3 to determine the dew point temperatures for each of the following results from the psychrometer:
READING 1
READING 2
Dry-bulb temperature
8
◦
C
30
◦
C
Wet-bulb temperature
6
◦
C
24
◦
C
Difference between dry- and wet-bulb temperatures
◦
C
◦
C
Dew Point Temperature
◦
C
◦
C
15.
Use the sling psychrometer to determine the relative humidity and dew point temperature of the air in your classroom and outside the building. ROOM
OUTSIDE
Dry-bulb temperature
◦
C
◦
C
Wet-bulb temperature
◦
C
◦
C
Difference between dry- and wet-bulb temperatures
◦
C
◦
C
Relative Humidity
%
%
Dew Point Temperature
◦
C
◦
C
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93
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94
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95 Part 4: Daily Temperature and Relative Humidity Use Figure 2 below to answer the following questions. 16.
On which day and at what time is relative humidity the greatest?
17.
On which day and at what time is temperature the lowest?
18.
On which day and at what time is relative humidity the lowest?
19.
Write a brief statement describing the relationship between relative humidity and temperature throughout the day as shown in Figure 2.
20.
Did dew or frost occur on either of the two days in Figure 2? If so, provide the day and time and explain how you derived your answer.
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