Hubbard.E_1061731_106 Heat Transfer Lab
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Los Angeles Mission College *
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403A
Subject
Mechanical Engineering
Date
Dec 6, 2023
Type
docx
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3
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Name: _Elyahuw Hubbard_____________________________________________________
1.06 Heat Transfer Lab
Standard
: HS-PS3-4. Plan and conduct an investigation to provide evidence that the transfer of thermal energy when two components of different temperature are combined within a closed system results in a more uniform energy distribution among the components in the system (second law of thermodynamics).
Access the virtual lab linked below to answer the following questions.
Link to virtual lab: https://phet.colorado.edu/sims/html/energy-forms-and-
changes/latest/energy-forms-and-changes_en.html
Directions:
Open the virtual lab and click on Intro. Then click the box on Energy Symbols at the top right.
Follow the directions and fill in the blank boxes to the right with your answer.
Directions and Questions
Answer in this column
Place the iron block on top of the heater and turn on the heat. 1. Where are the energy symbols going and
what does this represent? (4pts)
The energy symbols are going ________
u
p_________________ and this represents __
a positive change
__________.
Turn off the heat and place it into the “Cool” position. 2. Where are the energy symbols going and
what does this represent? (4pts)
The energy symbols are going ________
down
_________________ and this represents _________
a negative change
__.
Place a thermometer in the beaker with water. Place another thermometer in the beaker with olive oil.
Heat up the iron block for 30 seconds. Place
it in the water.
Reset the lab. Heat up the iron block for 30 The____
oil
_______ heated up faster.
seconds. Place it in oil.
3. Did the water or oil heat up faster? (2pts)
Reset the lab. Link the heaters and show the energy symbols (top right). Put the thermometer into the water.
Heat up both the iron block and brick for 30
seconds. Then place both into the water.
4. Describe what happens when both heated blocks are placed into the water. (6pts)
It creates smoke then the brick block begins to lose energy as the iron block loses energy much slower than the brick block.
5. Where do the energy symbols go when the heated blocks are placed into the water? (4pts)
It goes Into the air.
Take both blocks out of the water and place them back onto the heaters. Cool them down for 30 seconds. Place both blocks into the water. (The water
should still be hot)
6. Describe what happens both cooled blocks are placed into the water. (6pts)
Both blocks get the original energy that they had in the beginning.
7. Where do the energy symbols go when the cooled blocks are placed into the Into the water
water? (4pts)
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Please answer the following question
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State true or false
1. The critical radius of insulation for a cylinder is given by
h
2. In transient heat conduction, the two significant dimensionless numbers are Biot
number and Fourier number.
3. As the thickness of the plane wall increases, the rate of heat transfer decreases.
4. In two concentric black cylinders, if 1 represents the outer surface of the inner cylinder
of diameter d, and 2 represents the inner surface of the outer cylinder of diameter d2, then
d,
F22 is given by
d2
5. The temperature distribution along a fin with insulated tip is given by e
- mx
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QUESTION 2 '
а)
Besides temperature measurement that is based on thermal expansion, there are also
thermal sensors that are based on other factors.
i.
Describe on how the RTD and thermistor measure the temperature and difference
between them.
ii.
Given the temperature for RTD in Figure 1 is 155°C, coefficient of resistance for
RTD, a is 0.0035°C'' and resistance for the RTD is 352 at 0°C. The bridge is
operated in a balanced condition. Find the value of R1, if R2= R3.
R3
R2
G
RTD
RRTD
Ri
E,
Figure 1 Wheatstone Bridge
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Specifically, three factors will need to be evaluated, including different materials, temperature, and size
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& (S-¹)
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870
0.01
1520
422SS (Peyre et al., 2007)
IN718 (Kobayashi et al., 2008)
Ti64 (Umbrello, 2008)
980
1
1300
782.7
1E-5
1660
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IN718 (Davis, 1997)
Ti64 (Fukuhara and Sanpei, 1993)
0 =
X
G (GPa)
1+
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ronge
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