Liquid rocket engine excercise

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SUMMARY

The forum discussion centers on calculating thrust and specific impulse for a bipropellant rocket engine designed for Mars landing. Key parameters include chamber pressure (Pc = 15 bar), nozzle exit velocity (Ve = 2450 m/s), and environmental conditions on Mars (temperature: -60°C, pressure: 610 Pa). The user expresses difficulty in finding the necessary relations to compute thrust due to missing parameters such as exit area (Ae), throat area (At), and mass flow rate (mdot). The discussion also references the Atomic Rockets website for additional resources on Nuclear Thermal Rockets (NTRs).

PREREQUISITES
  • Understanding of isentropic relations in thermodynamics
  • Familiarity with rocket propulsion principles
  • Knowledge of thrust calculation methods in rocket engines
  • Basic concepts of fluid dynamics and gas properties
NEXT STEPS
  • Research thrust calculation formulas for bipropellant rocket engines
  • Study specific impulse (Isp) calculations in rocket propulsion
  • Explore the Atomic Rockets website for Nuclear Thermal Rocket resources
  • Investigate the impact of environmental conditions on rocket performance
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Aerospace engineers, rocket propulsion students, and anyone involved in designing or analyzing rocket engines for planetary landings.

mirko9670
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Homework Statement
Find thrust and specific impulse
Relevant Equations
How can i derive the thrust? i am missing some parameters
I know it is an homework exercise but I already tried all the isoentropic relations, the problem is not the Isp, I can't find a relation to calculate the thrust as I am missing some important parameters, such as Ae, At, mdot, and thrust. This is the text of the exercise:

A bipropellant rocket engine is required for Mars landing. It will be the main engine driving the soft landing of a capsule on the martian soil to carry a scientific payload. The ground environment where the lander will operate is characterized by the following properties: Temperature: -60°C Pressure: 610 Pa Composition: mainly CO2 Acceleration due to gravity force: 3.7 m/s2

Show the formula and compute the thrust and the specific impulse for this propulsion unit if the following properties are obtained. (Assume isentropic expansion) Chamber pressure: Pc = 15 bar Exit-to-chamber nozzle pressure ratio: OPTIMAL EXPANSION Nozzle exit velocity: Ve = 2450 m/s Specific heat ratio: 1.3 Molar mass of exhaust gases: 24 g/mol
Screenshot 2024-05-10 alle 10.11.17.png
 
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I’m aware this is an old post but it’s still unanswered so, I’m providing this, admittedly, vague answer to the best of my abilities.

I’m assuming you mean a Nuclear Thermal Rocket.

The Atomic Rockets website on NTRs, although probably neither scientifically accurate nor rigorous, often provide links to more serious papers in the text when the host admits he’s out of his depth.

Perhaps something of value can be gleamed. I know there are lots of generic tables and nomograms.
 
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