Quick question about exhaust velocity

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    Exhaust Velocity
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SUMMARY

The discussion focuses on the calculation of exhaust velocity in rocket propulsion, specifically the two formulas used: exhaust velocity = sqrt(2*Cp*exit temp) and exhaust velocity = sqrt(2*Cp*(initial temp - final temp)). The key distinction lies in the use of exit temperature versus the temperature change (delta temp) between the combustion chamber and the exit. Understanding when to apply each formula is crucial for accurate calculations in rocket combustion scenarios.

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  • Basic understanding of rocket propulsion principles
  • Familiarity with thermodynamics concepts, particularly specific heat (Cp)
  • Knowledge of temperature measurement in combustion processes
  • Experience with mathematical calculations involving square roots and temperature differences
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  • Study the principles of thermodynamics in rocket propulsion
  • Learn about specific heat capacity (Cp) and its role in exhaust velocity calculations
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Aerospace engineers, propulsion specialists, and students studying rocket propulsion and thermodynamics will benefit from this discussion.

Jason Weiner
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I'm working on some propulsion homework for rockets. Basically combustion happens, and the gas velocity increases.
sometimes we use:
exhaust velocity = sqrt ( 2*Cp*exit temp)
other times we use
exhaust velocity = sqrt (2*Cp*(initial temp - final temp))

so the difference is, sometimes exit temp is used, others the 'change' in temp is used. I can't tell when or why the difference!
 
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How are those three temperatures defined?
 
I'm not sure what you mean by 'defined'
in both cases, the initial (combustion temp) was given, and exit was found and needed for other calculations.
So for two different questions, of the same 'basic' principals (rocket combustion)
to find exit velocity:
for one problem, we used exit temp
for another problem, we were supposed to use delta temp (change between chamber and exit)
even though they both seem to be combustion flowing out a nozzle!
 

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