Black Hole Event Horizon Calculator
Calculate Schwarzschild radius, event horizon, ergosphere, Hawking temperature, and black hole parameters.
Inputs
Results
Schwarzschild Radius
2,954.127 m
≈ 9 Eiffel Towers
Event Horizon Radius
2,954.127 m
≈ 9 Eiffel Towers
Hawking Temperature
0.000000062 K
Hawking Lifetime
20,973,585,980,140,658,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000 years
How to Use This Calculator
- Enter the Black Hole Mass in solar masses — stellar black holes are 3–100 M☉, supermassive ones are millions to billions.
- Set the Spin Parameter (0–0.99): 0 is a non-rotating Schwarzschild black hole; values near 1 are maximally spinning Kerr black holes.
- Read the Schwarzschild Radius (m) and Event Horizon Radius (m) — for a spinning hole these differ due to frame-dragging.
- Note the Hawking Temperature (K) — stellar-mass black holes are effectively at absolute zero; only micro black holes radiate detectably.
- Use Hawking Lifetime (years) to understand evaporation timescale — a solar-mass black hole evaporates over ~10⁷⁴ years.
How the result changes with Black Hole Mass
| Black Hole Mass | Schwarzschild Radius | Event Horizon Radius | Hawking Temperature |
|---|---|---|---|
| 100,000 | 295,412,655.506 m | 295,412,655.506 m | 0 K |
| 350,000 | 1,033,944,294.269 m | 1,033,944,294.269 m | 0 K |
| 650,000 | 1,920,182,260.786 m | 1,920,182,260.786 m | 0 K |
| 900,000 | 2,658,713,899.55 m | 2,658,713,899.55 m | 0 K |
What each input means
- Black Hole Mass
- Mass of the black hole
- Spin Parameter
- Angular momentum parameter (0 = non-rotating, <1 = rotating)
How this is calculated
Formula
r_s = 2GM/c² (Schwarzschild Radius)Worked example, using the default values
- Identify Input ParametersBlack Hole Mass = 1, Spin Parameter = 0 = 2 input(s) provided
- Calculate Schwarzschild RadiusSchwarzschild Radius2954.127 = 2954.127
- Calculate Event Horizon RadiusEvent Horizon Radius2954.127 = 2954.127
- Calculate Hawking TemperatureHawking Temperature6.2e-8 = 6.2e-8
- Calculate Ergosphere RadiusErgosphere Radius2954.127 = 2954.127
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