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How To Calculate Burn Time Rocket

Burn Time Equation:

\[ t_{burn} = \frac{m_{propellant}}{\dot{m}} \]

kg
kg/s

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1. What is Rocket Burn Time?

Rocket burn time refers to the duration for which a rocket engine can operate continuously using its available propellant. It is a critical parameter in rocket design and mission planning, determining how long thrust can be maintained.

2. How Does the Calculator Work?

The calculator uses the fundamental burn time equation:

\[ t_{burn} = \frac{m_{propellant}}{\dot{m}} \]

Where:

Explanation: This equation calculates how long the rocket can burn by dividing the total available propellant mass by the rate at which propellant is consumed.

3. Importance of Burn Time Calculation

Details: Accurate burn time calculation is essential for mission planning, trajectory optimization, payload capacity determination, and ensuring the rocket can achieve its intended orbit or destination.

4. Using the Calculator

Tips: Enter propellant mass in kilograms and mass flow rate in kilograms per second. Both values must be positive numbers greater than zero for accurate calculation.

5. Frequently Asked Questions (FAQ)

Q1: What factors affect mass flow rate?
A: Mass flow rate depends on engine design, chamber pressure, nozzle geometry, and propellant properties. It's typically specified by the engine manufacturer.

Q2: How does burn time relate to delta-v?
A: Burn time combined with specific impulse determines the total velocity change (delta-v) a rocket can achieve, following the rocket equation.

Q3: Can burn time be extended during flight?
A: Burn time is fixed by the available propellant and mass flow rate. Throttling can adjust thrust but doesn't extend total burn time significantly.

Q4: What is typical burn time for different rockets?
A: Burn times vary widely - from seconds for small solid rockets to several minutes for large liquid-fueled stages in orbital launch vehicles.

Q5: How accurate is this simple calculation?
A: This provides a theoretical maximum. Actual burn time may differ due to factors like ullage, residuals, and engine efficiency variations.

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