Iris
Thrust: 0 N
Isp: 0 s
Mass flow: 0 kg/s
Chamber P: 0 MPa

How It Works

In a pressure-fed engine, high-pressure gas (typically helium) pushes propellants from their tanks into the combustion chamber without the need for turbopumps. The oxidizer and fuel are injected through an injector plate that atomizes and mixes the propellants. Combustion occurs at high pressure and temperature, and the resulting gas accelerates through a converging-diverging nozzle. The converging section accelerates the flow to Mach 1 at the throat, and the diverging section further accelerates it to supersonic speeds, converting thermal energy into directed kinetic energy.

The Tsiolkovsky Rocket Equation

The fundamental equation of rocketry relates the change in velocity (Δv) to the exhaust velocity (ve) and the ratio of initial mass (m0) to final mass (mf): Δv = ve ln(m0/mf). This logarithmic relationship means that each additional unit of Δv requires exponentially more propellant, making specific impulse (Isp, a measure of engine efficiency) critically important. Vernier engines typically achieve 200-320 seconds of specific impulse depending on propellant choice.

De Laval Nozzle

The converging-diverging nozzle, invented by Gustaf de Laval in 1888, is the key to achieving supersonic exhaust velocities. At the narrowest point (the throat), the gas reaches exactly Mach 1. In the diverging section, the gas continues to expand and accelerate beyond the speed of sound. The area ratio between the exit and the throat determines the final exhaust velocity and is optimized for the expected ambient pressure.


← All Labs IRIS — AI RESEARCH ASSISTANT