| Rocket Staging Calculator
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This calculator estimates the velocity of rocket stages. The goal
of the activity is to arrange the mass of the stages and their
rocket engine impulse values to get the maximum final stage (stage
4) velocity. This simple rocket model assumes the rocket is in
empty space, unaffected by external forces. The only way the rocket
can propel itself is by ejecting part of its mass in the opposite
direction.The stages and payload are identified as follows:
| NASA | |
Stage 1 S1 |
Stage 2 S2 |
Stage 3 S3 |
Stage 4 S4 |
Payload PL |
| NASA | |
Several constraints can be set to research interesting performance
studies on the rocket staging system. For each trial, you will normally
keep the total rocket mass the same:
- CASE 1: Fixed Impulse
- Set the impulse for each stage at the same value.
Vary the masses of the stages to see what sequence of stages gives
a maximum final velocity to a payload.
- CASE 2: Proportional Impulse
- Set the impulse per stage at 10 times the mass of the stage.
Vary the masses of the stages to see what staging strategy gives
a maximum final velocity to a payload.
- CASE 3: Limited Total Impulse
- Set the total impulse for all stages
(IS1 +IS2 +IS3 +IS4) at a value.
Vary the masses and impulses of the stages to see what staging strategy
gives a maximum final velocity to a payload.
Discuss which of these cases is more realistic for actual rocket
systems.
These web pages and some supporting images were generated
with IDL.
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Wed Mar 27 10:08:49 2002 |
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