Specific Impulse
Author: Tianjiang Shuo
Website: https://cislunarspace.cn
Definition
Specific impulse () is the core metric for evaluating rocket engine performance. It is defined as the ratio of engine thrust to propellant weight flow rate (or mass flow rate). The higher the specific impulse, the greater the thrust produced per unit mass of propellant, and the more efficient the engine.
Core Elements
Two Dimensional Definitions
| Definition | Formula | Unit | Description |
|---|---|---|---|
| Weight-specific impulse | seconds (s) | Most commonly used in engineering | |
| Mass-specific impulse | m/s | Equivalent to effective exhaust velocity |
where m/s is the standard sea-level gravitational acceleration. The two definitions are interconvertible.
Relationship with Effective Exhaust Velocity
Substituting the thrust formula into the specific impulse definition:
| Condition | Specific Impulse |
|---|---|
| Vacuum specific impulse | (maximum value) |
| Sea-level specific impulse |
Typical Engine Specific Impulse
| Engine Type | Propellant | Vacuum Specific Impulse (s) |
|---|---|---|
| Liquid engine | LH + LOX | 430--460 |
| Liquid engine | UDMH + NO | 300--340 |
| Solid engine | Composite propellant | 240--290 |
| Electric propulsion | Xenon | 1000--5000 |
Specific Impulse and the Tsiolkovsky Equation
Specific impulse directly determines a rocket's velocity increment capability. From the Tsiolkovsky equation:
A 10% increase in specific impulse yields a 10% increase in velocity increment for the same mass ratio.
Application Value
Specific impulse is the primary parameter for rocket engine selection and mission analysis. Higher specific impulse means greater propulsion efficiency and larger velocity increment capability. For cislunar space missions, specific impulse directly affects payload capacity, the propellant mass required for orbital transfers, and overall mission feasibility. Deep space exploration missions favor high-specific-impulse engines (such as electric propulsion) to reduce propellant mass.
Related Concepts
References
- Zheng Wei, An Xueying, Zhou Xiang, He Ruizhi. Aerospace Flight Mechanics (空天飞行力学)[M]. National University of Defense Technology, 2026.
- Sutton G P, Biblarz O. Rocket Propulsion Elements[M]. 9th ed. Wiley, 2016.
