Ideal area difference for rockets

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SUMMARY

The ideal area difference between the nozzle cross-sectional area and the inner engine cross-sectional area in rocket engines is not a fixed value but varies based on altitude and specific design parameters. Greater area differences can increase exit gas velocity but also raise internal pressure, limiting flow rate. Optimal nozzle design requires consideration of propellant type and operating conditions, as solid propellants exhibit complex burn characteristics influenced by temperature and pressure. Comprehensive resources, such as those found at AerospaceWeb, provide further insights into nozzle design.

PREREQUISITES
  • Understanding of rocket propulsion fundamentals
  • Familiarity with nozzle design principles
  • Knowledge of solid propellant characteristics
  • Basic thermodynamics related to gas flow
NEXT STEPS
  • Research "Rocket nozzle design optimization" for specific design strategies
  • Study "Solid propellant combustion characteristics" to understand performance variables
  • Explore "Thrust calculation methods for rocket engines" to quantify performance
  • Examine "AerospaceWeb's resources on nozzle types" for practical applications
USEFUL FOR

Aerospace engineers, rocket propulsion specialists, and students studying rocket design will benefit from this discussion, particularly those focused on optimizing thrust and understanding nozzle dynamics.

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What is the ideal area difference between the nozzle cross-sectional area and inner engine cross-sectional area for a rocket engine for getting the most thrust? The greater the difference in area the higher the velocity of the exit gas but that also increases the pressure inside limiting the flow rate. So it seems that at some point you reach and area difference that would create the maximum thrust. I've tried to figure this out a million times myself but I could never figure it out.
 
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There's no such thing really. Real rocket nozzles are designed to be optimal at a certain altitude range. They are not optimal over their entire flight envelope.

For models, you have to selsect what is your best case performance. Conidering that you can produce more thrust by increasing the mass flow through the engine, you need some kind of parameters to be able to specify an optimum.
 
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Im not sure what you mean by parameters. I'm not trying to come up with anything realistic. Just using the variable of area at a constant pressure.
 
You need to at least specify a propellant type. If its water, operating near ambient pressures its less of an ordeal mathematically. Otherwise you have several interlocking variables, which make for a huge spectrum of optimal soln's. For instance, its a solid propellant whose burn characteristics are affected by both temperature and pressure, you can choke down a nozzle in an effort to produce greater ejection velocity and insodoing exceed the limits of the exterior case as pressure becomes runaway. Too loose a nozzle, and you may not even get it to reliably ignite, to say nothing of the loss of thrust. There are entire books on the subject, and no single answer.

Try here for a start:
http://www.aerospaceweb.org/design/aerospike/nozzles.shtml
 

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