Rocket Engines

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Technology Roadmap Sections and Deliverables

Roadmap Overview

The primary function of rocket engines is to convert chemical energy to kinetic energy. This means that a rocket engine would be placed squarely on the cell “Transforming Energy” in our 5x5 technology matrix. There are several different styles of rocket engines that are used today (all of which meet the primary functional requirements) but the perform those functions in slightly different ways with slightly different architectures. These architectures are all determined by their fuel type and their fuel consumption method. The rocket engines we will examine here include: solid rockets, open cycle liquid fuel, closed cycle full flow liquid fuel, and nuclear. Below is a table comparing some key figures of merit for some examples of each of these categories.



Solid Rocket Boosters

Solid rocket boosters are a comparatively simpler system. However, once ignition starts, there are no ways to stop the process. Ammonium perchlorate acts as the oxidizer, and aluminum powder acts as the fuel source.


Examples of solid rocket boosters getting used in large quantities are the space shuttle and the lower stages of the Ariane-6 rocket.

Gas Generator Open-Cycle Engine

A gas generator open cycle engine is one of the simplest forms of liquid fueled rocket engines. In order to supply more fuel and oxidizer to the combustion chamber – which in turn increases pressure of combustion, and generally higher thrust – turbopumps are installed in the lines of the engine. The turbopumps are rotated by a small rocket engine called a preburner which is itself fueled by the same liquid fuel and oxygen. The spent preburner exhaust is directed outside of the main throat and bell as exhaust.
Gas Generator Open Cycle Engine.png
Examples of this style of rocket engine are the F-1 and the Merlin Engine.

Oxygen-rich, Closed-Cycle, Staged-Combustion Engine

Fuel-rich, Closed-Cycle, Staged-Combustion Engine

Full-flow, Closed-Cycle, Staged-Combustion Engine

Nuclear Engine

Design Structure Matrix (DSM) Allocation

Roadmap Model Using OPM

Figures of Merit

Tsiolkovsky Rocket Equation (m/s)

       Δv = ve*ln(m0/mf)
  • ve = effective exhaust velocity
  • m0 = initial total mass including fuel and oxidizer
  • mf = final mass without fuel and oxidizer

Specific Impulse (s)

       Isp = ve/g0 
  • ve = average exhaust speed along the axis of the engine (either at sea level or vacuum)
  • g0 = standard gravity in m/s2

Net Thrust (N)

       Fn = M*Ve
  • M = exhaust gas mass flow
  • Ve = effective exhaust velocity

Thrust-to-weight ratio (N/kg)

       TTW = Net Thrust (N)/m (kg)
  • m = dry mass of the engine