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Contents:: Rocket Propulsion

The document discusses rocket propulsion, including the types of rockets, examples, and how to calculate rocket thrust and fuel burn rate using the rocket equation. It provides examples of calculating thrust, burn rate, and exhaust velocity for different rocket engines.
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0% found this document useful (0 votes)
118 views29 pages

Contents:: Rocket Propulsion

The document discusses rocket propulsion, including the types of rockets, examples, and how to calculate rocket thrust and fuel burn rate using the rocket equation. It provides examples of calculating thrust, burn rate, and exhaust velocity for different rocket engines.
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PPT, PDF, TXT or read online on Scribd
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Rocket Propulsion

Contents:
Review
Types of Rockets
Examples
Whiteboards

Microsoft Encarta

Rocket Propulsion
So far we have:
Impulse = Ft = mv
F = Force (N)
t = Elapsed time (s)
m = Mass (kg)
v = Change in velocity (m/s)

Rocket Propulsion
So:
F = engine thrust
t = time to burn
fuel
m = mass of fuel
burned
v = exhaust gas
velocity

Ft
=
mv

Which Rocket Accelerates faster?

Demo F14

Rocket Propulsion
If we re-arrange this
formula:
mv = Ft
t
t

Rocket Propulsion
You get
F = mv
t
Where:

F = Engine thrust (N)


m = Fuel burn rate (kg/s)
t
v = Exhaust velocity (m/s)

Rocket Propulsion
Solid Fuel Engine:

Microsoft Encarta

Rocket Propulsion
Solid Fuel Engine:

Thrust of the Engine:


F = mv
t
Big v means big F
Big v also means lots of
pressure
Danger Will Robinson!
Microsoft Encarta

Estes

Lookout!

m = .5 kg, Ft = 20 Ns
Ft = m v
20 Ns = .5kg v
v = ? (x 2.237 for mph)
Estes

Impulse Area under F vs t graph

100 N

5.0 s

Impulse is area under = (40 N)(6.0s) = 240 Ns

Whiteboards
1|2|3

What is the impulse?

100 N

5.0 s

Average F = 70 N, t = 8.0 s, Impulse = (70 N)(8.0 s) = 560 Ns


560 Ns

What is the impulse?

100 N

5.0 s

Impulse = (40 N)(3.0 s) + (70 N)(5.0 s)= 470 Ns


470 Ns

What is the impulse of the D12 engine?

Impulse = (10. N)(1.73 s-0.11 s) + (28 N-10 N)(0.42 - 0.21) = 19.98 Ns (about 20 Ns)
20 Ns

Rocket Propulsion
Liquid Fuel Engine:

How do you keep it from tipping?


Why the steam coming off?
Microsoft Encarta

Saturn V Rocket - Apollo missions


Escape Tower
Command Module
L.E.M
Third stage
Second stage

First stage

Saturn V Animation (Flash in IE)

Rocket Propulsion
Example 1: A rocket burns fuel at a rate of 1.2
kg/s, with an exhaust velocity of 1250 m/s.
What thrust does it develop?
Ft = mv
v = 1250 m/s
m = 1.2 kg
t = 1 s
(F)(1 s) = (1.2 kg)(1250 m/s), F = 1500 N

Rocket Propulsion
Example 2: A model rocket engine develops 12
N of thrust with an exhaust velocity of 718 m/s.
What is its fuel burn rate?
Ft = mv
F = 12 N
v = 718 m/s
m = ? kg
t = 1 s
(12 N)(1 s) = m(718 m/s), m = .0167 kg
Burn rate = .0167 kg/s

Whiteboards
1|2|3|4|5|6|7

A certain rocket engine burns .


0352 kg of fuel per second with an
exhaust velocity of 725 m/s. What
thrust does it generate?
Ft = mv
F(1 s) = (.0352 kg)(725 m/s),
F = 25.5 N

25.5 N

The Saturn Vs first stage engines


generated 33.82 MN of thrust
(33.82 x 106 N) with an exhaust
velocity of 2254.7 m/s. What was
its fuel burn rate?
Ft = mv
(33.82 x 106 N)(1 s) = m(2254.7 m/s),
m = 15,000 kg
Burn Rate = 15,000 kg/s

15,000 kg/s

A D12 engine generates 11.80 N of


thrust burning fuel at a rate of .
0143 kg/s. What is the exhaust
velocity?
Ft = mv
(11.80 N)(1 s) = (.0143 kg)v,
v = = 825.2 m/s

825.2 m/s

A model rocket has a total mass of 235


grams, 145 grams of which is fuel. The
engine burns the fuel in 2.74 s, with an
exhaust velocity of 890 m/s. What thrust
does the engine generate?
Ft = mv
F(2.74 s) = (.145 kg)(890 m/s),
F = 47.1 N

47.1 N

A model rocket has a total mass of 235


grams, 145 grams of which is fuel. The
engine burns the fuel in 2.74 s, with an
exhaust velocity of 890 m/s. What are the
initial and final rocket masses?

F = 47.1 N

Uh, initial = .235 kg


Final = .235 kg - .145 kg = .090 kg

.235 kg and .090 kg

A model rocket has a total mass of 235


grams, 145 grams of which is fuel. The
engine burns the fuel in 2.74 s, with an
exhaust velocity of 890 m/s. What is the
initial rocket acceleration?

F = 47.1 N
mo = .235 kg, m = .090 kg, <F>=ma (hint)

<47.1 N - (.235 kg)(9.8 m/s )> =


(.235 kg)(a), a=44.8 N/.235 kg=191 m/s2
2

initial = 191 m/s/s

A model rocket has a total mass of 235


grams, 145 grams of which is fuel. The
engine burns the fuel in 2.74 s, with an
exhaust velocity of 890 m/s. What is the
final rocket acceleration?

F = 47.1 N
mo = .235 kg, m = .090 kg, <F>=ma (hint)

<47.1 N - (.090 kg)(9.8 m/s )> =


(.090 kg)(a), a=44.8 N/.090 kg=514 m/s2
2

final = 514 m/s/s

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