EXTENDED ESSAY
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PHYSICS EXTENDED ESSAY hzy444
An Extended Essay in Physics
INVESTIGATING A SUGAR ROCKET
RESEARCH QUESTION
- How does radius of rocket and amount of propellent in it affect
the thrust velocity and maximum altitude of a sugar rocket?
Word Count: 3934
hzy444
Page 1 of 26
PHYSICS EXTENDED ESSAY hzy444
Table of Contents
INTRODUCTION
.................................................................................................................
3
BACKGROUND INFORMATION
............................................................................................
4
LAUNCHING THE SUGAR ROCKET
.................................................................................................
7
EXPERIMENT 1
...................................................................................................................
8
TECHNICAL DATA OF THE ROCKET
.................................................................................................
8
SAMPLE CALCULATION
...............................................................................................................
11
1.1.
HYPOTHEISIS
...................................................................................................................................
13
RAW DATA FOR EXPERIMENT 1
.........................................................................................
14
PRECAUTIONS –
..........................................................................................................................
18
DISTANCE - TIME GRAPH
............................................................................................................
19
CALCULATING THRUST
................................................................................................................
20
EXPERIMENT 2
.................................................................................................................
22
HYPOTHEISIS
..............................................................................................................................
24
RAW DATA FOR EXPERIMENT 2
...................................................................................................
24
DISTANCE – TIME GRAPH
............................................................................................................
27
CALCULATING THRUST
................................................................................................................
28
CONCLUSION
....................................................................................................................
29
BIBLIOGRAPHY
.................................................................................................................
29
Page 2 of 26
PHYSICS EXTENDED ESSAY hzy444
INTRODUCTION
I always had an intrigue interest in learning the physics behind the rocket by studying various
components of it. So, in order to explore more about the rockets, I did some investigation to
divulge the physics behind the working of the rocket. Rockets generally do apply the
Newton’s second and third law of motion by creating a particular amount of thrust that can
overcome the weight of the rocket, to lift the rocket off the ground. To understand the space
shuttle rocket better I got into various simpler examples to make one, the one which really
interested me was a sugar rocket. It is much similar to the NASA rocket (Figure 1), which
applies the same physics law that the sugar rocket does, in fact it is easier to make a sugar
rocket. A sugar rocket (Figure 2) is made using a type of rocket propellant which is made
using combining the powdered form of sugar or dextrose and an oxidiser. I am dividing the extended essay into two parts, which are as follows: - 1.
Using PVC pipes of different radius to observe if the thrust and maximum height
increases or decreases with different radius. 2.
Using a 20mm PVC pipe and increasing the mass of the propellant with a particular
amount and observe the change in their maximum height and thrust. Page 3 of 26
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PHYSICS EXTENDED ESSAY hzy444
BACKGROUND INFORMATION
On a rocket 4 type of forces act on it i.e., Thrust, Drag force, weight and lift force. Newton’s second and third law is applied in understanding and calculating the components of the rocket.
CONSTRUCTING THE SUGAR ROCKET
In this experiment, the simple version of the sugar rocket was made, where I personally used
a PVC pipe of different base lengths. I’d taken 6 different types of PVC pipes of base lengths
as follows: -
1.
18mm PVC pipe
2.
20mm PVC pipe
3.
25mm PVC pipe
4.
32mm PVC pipe
5.
40mm PVC pipe
6.
50mm PVC pipe
The vertical length of the rocket was used differently in order to fill same amount of
propellant in each different base length rockets. The top of the body of the rocket was sealed
using semi-wet white cement which later on got dried making it a hard-tight seal (Figure 3).
According to a study, the external temperature of the environment also affects the flying of
the rocket, like heat so the body of the PVC pipe was painted white as white is a good
reflector of heat. Page 4 of 26
PHYSICS EXTENDED ESSAY hzy444
FIGURE 3. I am using, powdered sugar and KNO
3 as the main fuel of the rocket, that will be filled after
the white cement is dried. Both the materials have to be mixed in a fixed ratio like if, I am
using 100g of total propellant to fill in the rocket than 65g has to be of KNO
3 and 35g has to
be powdered sugar. It means that the ratio used to mix them in 7:13 (7 proportion of
powdered sugar and 13 has to be KNO
3
). Then when the propellant is filled in the rocket, it
has to be compressed in order to fill the tiny air gaps between the powdered fuel, the air gaps
may disturb the flight in the mid-air by a slight and sudden decrease in acceleration. Thus, the
fuel needs to be compressed. Firstly, I did several tries but many times the rocket didn’t lift
off the ground and the fuel got burned up at the launch pad itself. After some research I got to know about an efficient method to make a good propellant using
the same two materials i.e., powdered sugar and KNO
3
. After mixing them properly using a
spatula, it needs to be placed on a non-stick pan and then heated on low flame until the sugar
caramelizes the whole mixture, making a semi-molten paste. The paste needs to be filled fully
before the paste gets dry. In the meanwhile, when the paste is still hot, we need to use a
3.5mm iron rod to make a hole from exact centre till the other end of the rocket (Figure 4).
The top of the body of rocket was supported by a balance stick (made of wood) which was 3
times as long as the body of rocket. The balance stick was sticked using 2 strong cello tape,
which was as long as the circumference of the Curved Surface Area of the body of the rocket.
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PHYSICS EXTENDED ESSAY hzy444
A self-made nose cone was made using craft paper to stabilise the rocket after it’s lifted off
the ground. LAUNCHING THE SUGAR ROCKET
The launching of the rocket is divided into two parts. First being, how the propellant will
catch fire and second, that how to support the rocket in an up-right position. I used a
firecracker fuse to make the propellant catch fire. I made a launch tube using 3 materials
which are glue, hollow tube and a wooden base that can hold the whole mass of the rocket
and hollow tube without letting it fall. A 20cm tube was made to stick on the wooden base
using an adhesive strong glue. The purpose of making a launch pad is to hold the rocket in
up-right position which helps the rocket to fly vertically, specially at the beginning of the
launch. (Figure 5) Figure 5.
Page 6 of 26
FIGURE 4
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PHYSICS EXTENDED ESSAY hzy444
EXPERIMENT 1
In the following experiment, I have used 6 PVC pipes of different radius using a particular
mass of propellant i.e., 0.118kg. For measuring the diameter of the body of the rocket a
Vernier Calliper was used. To measure the volume of the rocket, the empty rocket was filled
with the propellant till the top and then it was poured into a weighing scale to quantify the
amount. The total mass of the rocket was also measured in the same way, by putting the
whole rocket on the kitchen scale. The mass of the empty rocket was also measured to know
the mass of rocket after the propellant gets burned up, which will be later on used to verify
the thrust. TECHNICAL DATA OF THE ROCKET The thickness of the PVC pipe was also measured to find the inner radius of the rocket. Inner
radius will help us to verify the volume of the rocket by using the formula, Volume of Cylinder = π r
2
h
--------- [1]
Table 1.
RADIUS OF
PIPE (cm)
TRIAL
TOTAL
DIAMETER
(cm)
AVERAGE
VALUE
(cm)
UNCERTAINITY
(cm)
1.8
1
2.13
2.13
0.01
2
2.13
3
2.13
2.0
1
2.66
2.66
0.01
2
2.66
3
2.66
1
3.16
Page 7 of 26
PHYSICS EXTENDED ESSAY hzy444
2.5
3.16
0.01
2
3.16
3
3.16
3.2
1
3.86
3.86
0.01
2
3.86
3
3.86
4.0
1
4.82
4.82
0.01
2
4.82
3
4.82
5.0
1
6.02
6.02
0.01
2
6.02
3
6.02
Table 2.
TOTAL
DIAMAETER (cm)
THICKNESS OF
THE PIPE (cm)
INTERNAL
DIAMATER OF
ROCKET (cm)
WITH
UNCERTAINITY
(mm)
2.13
0.16
1.8
18 ±
0.01
2.66
0.33
2.0
20 ±
0.01
3.16
0.33
2.5
26 ±
0.01
3.86
0.33
3.2
32 ±
0.01
4.82
0.41
4.0
40 ±
0.01
6.02
0.51
5.0
50 ±
0.01
The following two tables 1 and 2, shows the data of the body of the rocket with the
uncertainty. The data collected in the Table 1, shows the total diameter of the rocket including
the thickness of the body. Three trials of each PVC pipe were taken in order to find the
uncertainty of each rocket. The uncertainty was calculated using the formula, Uncertainty
=
MaxValue
−
MinValue
2
The least count was taken as the uncertainty as the data collected to the total diameter of the
pipe was same. Uncertainty helps to quantify the data more precisely. Table 2, was made to
Page 8 of 26
PHYSICS EXTENDED ESSAY hzy444
verify the inner diameter of the rocket which will later on help to find the total volume of the
rocket. The thickness measured is of one side of the rocket, so in order to find the total
thickness, the value obtained needs to be multiplied by 2 and then subtracted from the total
diameter to find the inner diameter of the rocket. (Uncertainty remains the same) Table 3. DIAMETER OF
INNER ROCKET
(cm) HEIGHT OF
ROCKET
(cm)
HEIGHT OF
ROCKET AFTER
0.7cm OF SEAL
(cm)
VOLUME OF
ROCKET
(cm
3
)
1.8
X
X
47.12
2.0
15.7
15.0
47.12
2.5
X
X
47.12
3.2
X
X
47.12
4.0
X
X
47.12
5.0
X
x
47.12
The table 3, is an important table that was made with the aim to find the height of different
size of rocket. As earlier mentioned, fixed mass of propellant is being used i.e., 118gm. The
mass will remain same but the problem lies in finding the height of different size of rocket as,
the square of the radius of the cylinder is inversely proportional to the height. If the size of
the radius increases than the height decreases if volume is being constant in all 6 cases. A seal
of 0.7cm was used to cover the top part of the body of rocket, so 0.7cm has to be subtracted
from the total height, to get the volume of the rocket. Firstly, I tried launching many types of
different radius rocket and I got the best result in 20mm PVC pipe. So, I tried getting best
result in that particular sized pipe and a 15.7cm pipe showed the best result. The volume of
this data comes out to be 47.12cm
3
. So, this volume will be used in other 5 cases to find the
Page 9 of 26
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PHYSICS EXTENDED ESSAY hzy444
height. A sample calculation will be shown that how height of other rocket is found by the
data got in 20mm PVC pipe. SAMPLE CALCULATION 20mm pipe,
r=1cm
h= 15.7 – 0.7
=15cm
π
= 3.14 Volume of Cylinder = π r
2
h
= 3.14 x (1)
2
x 15 = 47.12 cm
3 To find the height of 18mm pipe
, r = 0.9cm h =?
π
= 3.14 Volume of Cylinder= 47.12cm
3
Volume of Cylinder = π r
2
h
47.12 = 3.14 x (0.9)
2 x h h
=
47.12
3.14
x
0.81
Page 10 of 26
PHYSICS EXTENDED ESSAY hzy444
h
=
47.12
2.54
h= 18.55cm Table 4. INNER
DIAMETER
OF PIPE
(cm)
TRIAL
S
MASS OF
EMPTY
ROCKET
(gram)
MASS OF
THE
ROCKET
(gram)
AVERAGE
VALUE
(gram)
UNCERTAINTY
18mm
1
0.070
0.188
0.180
0.01
2
0.070
0.188
3
0.070
0.188
20mm
1
0.062
0.180
0.180
0.01
2
0.062
0.180
3
0.062
0.180
25mm
1
0.058
0.176
0.176
0.01
2
0.058
0.176
3
0.058
0.176
32mm
1
0.053
0.171
0.171
0.01
2
0.053
0.171
3
0.053
0.171
40mm
1
0.045
0.163
0.163
0.01
2
0.045
0.163
3
0.045
0.163
50mm
1
0.042
0.160
0.160
0.01
2
0.042
0.160
3
0.042
0.160
Table 4, is created with the aim to find the mass of the empty rocket as well as mass of rocket
with the propellant, which will further help in finding the thrust produced by each type of
Page 11 of 26
PHYSICS EXTENDED ESSAY hzy444
rocket. Three trials for measuring the mass of empty and full rocket was measured using a
kitchen scale. The mass of all the rockets roughly stays around 180 grams. 1.1.
HYPOTHEISIS
– The following experiment aims towards to see whether there is
an increase or decrease in the acceleration, thrust and maximum height with the
change in size of radius of the rocket. I expect to see the following results: - a.
It might happen that there is a decrease in the maximum height and acceleration, as
the height and the radius of the rocket increases. The thrust will increase and will
gradually decrease as the size of the radius of pipe increases. b.
It might also happen that, as the radius of the rocket gets too large than, the rocket
might not be able to lift off the launch pad, because the surface area of the propellant
would be too large that it will burn up faster in the last case. c.
I expect to see that a particular rocket with average radius will give the maximum height. RAW DATA FOR EXPERIMENT 1 In order to get sufficient amount of data, 3 trials of each 6 different radiused rockets were
taken in order to find the average value and the uncertainty of the maximum height, thrust
and the maximum acceleration attained by the rocket. In this experiment, the primary focus
is to calculate the maximum height which is done using an inclinometer. An inclinometer is
an instrument which is used to measure the height of any object by calculating the angle of
elevation and depression with respect to gravity’s direction. Inclinometer can be made at
home by inverting a printed protractor and sticking it on a piece of cardboard. A nail was
stuck at the centre of the protractor and then a thread was tied to it by hanging any object
which has mass (as shown in figure 6). Then my self-made inclinometer was supported by a
stand, which will help me incline the inclinometer as the rocket goes up in the sky. Then the
reading was taken from the inclinometer and was put in the formula of tan
θ. I stood 50
meters away from the launching pad in order to get accurate data, without even inclining
the inclinometer too up. Page 12 of 26
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Independent Variable
– The independent variable during this investigation was the radius of
the body of rocket. Dependent Variables
– The dependent variables during this investigation are thrust and
velocity of the rocket. The motion of the launching of the rocket was recorded by a high-
speed camera of 300 FPS. The video was then inserted in the LoggerPro 3 on the computer
and then velocity was calculated by the slope of distance-time graph.
Table 5. RADIUS OF
THE ROCKET
(m)
TRIAL
MAXIMUM
HEIGHT (m)
AVERAGE
VALUE (m)
UNCERTAINTY
18 ±
0.01
1
348.38
344.76
18.84
2
361.79
3
324.11
20 ±
0.01
1
422.37
420.56
10.20
2
409.27
3
429.66
25 ±
0.01
1
391.70
389.28
7.45
2
380.23
3
395.92
32 ±
0.01
1
266.77
257.16
9.86
2
247.04
3
257.68
40 ±
0.01
1
47.09
56.60
7.84
2
62.77
3
59.94
50 ±
0.01
1
0
0
0.01
2
0
3
0
Figure 5. Page 13 of 26
PHYSICS EXTENDED ESSAY hzy444
The following table itself says that the 20mm radiused rocket showed the best result by
reaching a height of up to 420m. Then the 25mm radiused rocket showed good result by
flying up to 390m, followed by is the 18mm rocket – then 32mm rocket and then by the
40mm PVC pipe. I was so surprised to see that the 18mm rocket had so much velocity that
the total flight time was only 6.3seconds. The table 5 demonstrates the total maximum height
that different rocket achieved with their respective uncertainty of the maximum height. In all
the 3 trials of 50mm rocket, the propellant got burned at the launch pad itself. The uncertainty
of the maximum height was noticed in the least radiused rocket i.e., 18mm rocket as the
height of the rocket was tall that the burning of the propellant was too uncertain as in the 3
rd
trial, the initial thrust was too less to lift off the ground. The combustion of any material is so
uncertain that no human can predict, which leads to uncertainty in maximum height of any
rocket as the external environment do affect the flying of the rocket. The maximum height
that is shown in the table is the total displacement of the rocket from the initial point to the
final point reached in the air. It was noticed that the combustion of the propellant went on
increasing as the radius of the rocket was increasing. The combustion does not take place
only from the centre but also from the periphery. As the fuel starts combusting the rate of
Page 14 of 26
PHYSICS EXTENDED ESSAY hzy444
combustion increases at a non-uniform rate. In such a situation it is very difficult to give an
equation/model which perfectly describes the motion of the rocket after increasing the radius
of the rocket. So, my study involved changing the radius and observing the maximum height,
thrust and acceleration attained without studying the non-uniform combustion of the rocket.
The height obtained in the following table regarding the maximum height, was calculated
using inclinometer (made from protractor) which uses the trigonometric theorem of, tanθ
=
opposite
adjacent
So, in this case opposite = vertical height of the rocket
Adjacent = horizontal displacement from the launch pad to the inclinometer (50m)
A sample calculation of 2
nd
trial of 32mm rocket is shown, Angle obtained in the inclinometer = 78.6
Horizontal displacement from the launchpad = 50m tanθ
=
opposite
adjacent
tan 78.6
=
opposite
50
4.959
=
opposite
50
Height = 50 (4.959) m Height = 247.04m Page 15 of 26
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PHYSICS EXTENDED ESSAY hzy444
PRECAUTIONS – i.
Working with fire can be too dangerous so I used 2-3 firecracker fuse to bind the fuse
together, in order to run away from the launch pad for full safety. ii.
I personally do not recommend to caramelising the propellant when in powdered form
in a household kitchen. iii.
A full body protective gear was used while making the fuel, by wearing a face shield,
heavy cotton full-sleeved t-shirt and heat resistant gloves. iv.
The area around the launch pad was cleaned by avoiding the dry grass which might
later on lead to spread of fire and the area was also cleared by flammable items. v.
A good fire extinguisher and 2 litre bucket full of water was carried when conducting
the experiment, in case if the propellant burns too quickly. Table 6. RADIUS OF ROCKET (cm)
AVERAGE FLYING TIME (s)
1.8
7.3
2.0
8.2
2.5
7.6
3.2
6.9
4.0
3.2
5.0
0
The following table shows the total flying time of the rocket from the launch pad to the
maximum height that the rocket reached. DISTANCE - TIME GRAPH
The following table will be used to find the thrust. The velocity in is obtained by the slope of
the distance-time graph. The maximum velocity that the rocket attained was seen in the
Page 16 of 26
PHYSICS EXTENDED ESSAY hzy444
rocket with the radius 25mm. The camera was kept 100m away on a terrace to track the
rocket from the initial point to the maximum point. After the video was recorded it was then
put in a software named LoggerPro 3 to analyse the video and the data it obtained from it.
The least velocity more than 0 was seen in 40mm radiused rocket i.e., figure 10. The data
obtained from the following graph is very important as it will later on help to find the
maximum thrust that the rocket has attained in each type of rocket. The 25mm radiused
rocket attained the maximum velocity followed by 20mm, 18mm, 32mm, 40mm and 50mm
rocket didn’t lift off the rocket so it was not able to achieve any height or velocity with
respect to time. The best result among all the 3 trials was put in the software to analyse the
best data.
Table 7. RADIUS OF ROKCET
VELOCITY (
m
⋅
s
−1
)
1.8
53.07
2.0
55.02
2.5
56.08
3.2
41.75
4.0
19.82
5.0
0
The following table shows the data obtained from the LoggerPro 3 in a tabular form.
CALCULATING THRUST Thrust is the force that is produced by the propellant filled in the rocket which makes the
rocket go up in the air. I got thrust easily by the LoggerPro 3 app by the video analysis mode,
but to verify the thrust which was observed from the data and to verify it I manually used the
formula check whether the maximum thrust shown is right or not,
Thrust = v (
∆m
)
(
Δt
)
, Page 17 of 26
PHYSICS EXTENDED ESSAY hzy444
Where, v = velocity (m/s) (
∆m
)
= Change in mass (kg)
(
Δt
)
= Change in time (s)
The maximum velocity the all radiused rocket achieved is shown in the Table 7, and the data for change in mass will be taken from Table 4 and data for change in time will be taken from Table 6. Table 8. RADIUS OF
ROCKET (cm)
VELOCITY
(m/s)
CHANGE IN
MASS (kg)
CHANGE IN
TIME (s)
THRUST
(N)
18
53.07
0.118
7.3
8.41
20
55.02
0.118
8.2
7.76
25
56.08
0.118
7.6
8.53
32
41.75
0.118
6.9
6.99
40
19.82
0.118
3.2
7.16
50
0
0.118
0
0
Figure 8. Page 18 of 26
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PHYSICS EXTENDED ESSAY hzy444
According to Table 8 and the data obtained from LoggerPro 3 matches with a little bit of
variation in 18mm and 32mm radiused rocket. Both the data obtained shows that the 25mm
radiused rocket has achieved the maximum thrust of up-to 8.53N. The data obtained in the
last column was multiplied by 9.8 as the rocket is going against the gravity so the gravity
constant has to be multiplied by the final amount in order to get the maximum thrust. The
best result after the 25mm rocket is seen by 18mm followed by 20mm, then 40mm and lastly
by 32mm radiused rocket. 50mm rocket didn’t had any velocity so finding thrust for the same
is not possible theoretically as well as practically. Hence, it is proved that the hypothesis does not match the data got after processing the raw
data, as I expected that there might be a linear increase or decrease in thrust or velocity with
the change is size of the rocket. Page 19 of 26
PHYSICS EXTENDED ESSAY hzy444
EXPERIMENT 2 In the following experiment, I have used 5 same radiused PVC pipe to make the rocket body.
The only difference lies in the height as in this experiment I am increasing the amount of
propellant by 18grams. I am using a 20mm PVC pipe to conduct the experiment because as
we observed in the experiment 1 that the 20mm rocket showed the best result by attaining the
maximum height among all sized rocket. To measure the data of the rocket, same methods
which were used in Experiment 1 will be used in the Experiment 2 for e.g., maximum height,
thrust and acceleration. The technical data like the volume of each rocket was also measured
by the same formula of Volume of Cylinder, the height of the pipe and the weight of the
rocket as well as the empty rocket will be in the same way. The diameter of the rocket
remains the same as it was in last experiment. 1
Table 9. MASS OF
PROPELLANT
(gram)
TOTAL HEIGHT
OF THE BODY
(cm)
HEIGHT OF THE
BODY AFTER
0.7cm SEAL (cm)
VOLUME OF THE
ROCKET
(cm
3
)
82
11.1
10.4
34.85
100 13.4
12.7
39.88
118
15.7
15.0
47.12 136
18.0 17.3
54.33
154
20.3
19.6
61.54
The table 7, is a very crucial table as it helps to find that what vertical length of the PVC pipe
needs to cut in order to get the total height of the rocket. The increasing height of the rocket
shows an arithmetic progression as the height of the rocket in each case increases by 2.3cm,
as the amount of propellant is being increased.
Table 10.
HEIGHT
TRIA
MASS OF
MASS OF
AVERAGE
UNCERTAINITY
Page 20 of 26
PHYSICS EXTENDED ESSAY hzy444
OF THE
ROCKE
T (cm)
L
EMPTY
ROCKET
(gram)
ROCKET WITH
PROPELLANT
(gram)
VALUE
(gram)
11.1
1
0.051
0.134
0.134
0.01
2
0.051
0.134
3
0.051
0.134
13.4
1
0.057
0.157
0.157
0.01
2
0.057
0.157
3
0.057
0.157
15.7
1
0.062
0.180
0.180
0.01
2
0.062
0.180
3
0.062
0.180
18.0
1
0.068
0.204
0.204
0.01
2
0.068
0.204
3
0.068
0.204
20.3
1
0.074
0.228
0.228
0.01
2
0.074
0.228
3
0.074
0.228
Table 10, shows the mass of the rocket when it is filled in with the propellant as well as well
as after the propellant will get burned up. 3 trials of each sized rocket was measured in order
to see weather uncertainty is there or not, but fortunately like previous experiment there was
no uncertainty so the least count of the weighing scale was taken as the uncertainty. HYPOTHEISIS –
The following experiment aims towards to investigate whether there is
an increase or decrease in the maximum height, velocity and thrust with an increase in the
amount of propellant. I expect to see the following results: - 1.
As the amount of propellant is increasing, I expect that the maximum height as well as
the thrust produced by the rocket.
2.
It might happen that as the length of the rocket is increasing the velocity might
decrease as more thrust would be required by the rocket to produce a good amount of
velocity.
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PHYSICS EXTENDED ESSAY hzy444
RAW DATA FOR EXPERIMENT 2 The raw data for the experiment 2 was calculated in the same way as it was done to collect
data in Experiment 1, by using inclinometer, keeping a camera 100m away from the
launchpad to track the movement of rocket and LoggerPro 3. 3 trials of each type of rocket
were taken in order to get uncertainty and good amount of data to be processed.
INDEPENDENT VARIABLE
– Independent Variable for this investigation is the amount of
propellant. DEPENDENT VARIABLE
– The dependent variables are the maximum velocity and the
thrust that the rocket produces with a particular amount of rocket. Table 11. HEIGHT OF THE
BODY (cm)
TRIAL
MAXIMUM
HEIGHT (m)
AVERAGE
VALUE (m)
UNCERTAINTY
11.1
1
298.44
293.84
4.34
2
289.76
3
293.34
13.4
1
372.90
372.16
5.76
2
366.03
3
377.55
15.7
1
422.37
420.56
10.20
2
409.27
3
429.66
18.0
1
450.56
457.01
6.01
2
457.88
3
462.59
20.3
1
136.68
135.70
6.19
2
129.02
3
141.40
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PHYSICS EXTENDED ESSAY hzy444
The following table and the graph shows the maximum height with the uncertainty that the
rocket gained from its initial position. The 18cm rocket gained the maximum height of
457.01cm followed by 15.5cm rocket (420.56), 13.4cm (372.16), 11.1cm (293.84) and the
20.3cm (135.70) which I personally had maximum expectation that it will attain maximum
height among all. After research I got to know that the weight of the rocket was too much for
20mm radiused rocket which eventually could not produce enough initial thrust to lift off the
ground. Table 12.
HEIGHT OF THE BODY (cm)
TOTAL FLIGHT TIME (s)
11.1
6.8
13.4
7.1
15.7
8.2
18.0
8.7
20.3
5.9
DISTANCE – TIME GRAPH
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PHYSICS EXTENDED ESSAY hzy444
The following graph is of the 18cm rocket which attained the maximum height and velocity among all the rockets. The least velocity was attained by 20.3cm rocket which was followed by 15.7cm, 13.4cm and 11.1cm rocket in a decreasing order. Table 13.
ROCKET LENGTH (cm)
VELOCITY (m/s)
11.1
47.98
13.4
51.04
15.7
55.02
18.0
74.94
20.3
22.04
CALCULATING THRUST
The thrust was calculated by using the same formula which was used in experiment 1 and was later on verified by the data which I got from LoggerPro 3. Table 14.
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PHYSICS EXTENDED ESSAY hzy444
HEIGHT OF
THE ROCKET
(cm)
VELOCITY
(m/s)
CHANGE IN
MASS (kg)
CHANGE IN
TIME (s)
THRUST
(N)
11.1
47.98
0.082
6.8
5.67
13.4
51.04
0.100
7.1
7.04
15.7
55.02
0.118
8.2
7.76
18.0
74.94
0.136
8.7
11.48
20.3
22.04
0.154
5.9
5.64
Table 14 shows the maximum thrust that each rocket has produced. As expected, the maximum thrust was produced by the 18cm rocket followed by 15.7cm, 13.4cm, 11.1cm and the least amount of thrust by 20.3cm rocket. Hence, it is proved that the data processed after getting the raw data does not match the hypothesis as till 18cm rocket the thrust and velocity was increasing at an un-linear rate but 20.3cm rocket was too heavy which made the rocket produce least amount of thrust of only 5.64N.
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PHYSICS EXTENDED ESSAY hzy444
CONCLUSION
Overall my efforts into this exploration have successfully answered the research question. I
was able to deduce a relation between the radius of the rocket and the amount of rocket filled
in it with respect to thrust, velocity and maximum height gained. To abide by the word limit I
could not implement more ideas which I had in my mind for example, finding the
acceleration of the rocket. There was no linear relationship between the radius as well as the
amount of propellant which particularly brings a constant change in height, thrust and
velocity. BIBLIOGRAPHY
Pierre-Louis, Margareth. “How to Make Sugar Rockets.” WikiHow
, WikiHow, 22 Oct. 2020, www.wikihow.com/Make-Sugar-Rockets. Admin, Skylighter. “How to Make Sugar Rockets.” Skylighter, Inc.
, Skylighter, Inc., 14 Feb. 2018, www.skylighter.com/blogs/how-to-make-fireworks/sugar-rockets#:~:text=The
%20sugar-rocket%20fuel%20consists,and%20increases%20the%20fuel%27s
%20thrust. Random, Th, and The King of Instructables. “Making Rocket Fuel With Kitchen Chemistry!”
Instructables
, Instructables, 24 Oct. 2017, www.instructables.com/Making-Rocket-
Fuel-With-Kitchen-Chemistry/. Page 26 of 26
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