Karl Schwarzschild
Karl Schwarzschild (9 October 1873 – 11 May 1916) was a German physicist and astronomer.
Karl Schwarzschild | |
|---|---|
Karl Schwarzschild (1873–1916) | |
| Born | 9 October 1873 |
| Died | 11 May 1916 (aged 42)[1]: Script error: The function "hyphen2dash" does not exist.  Potsdam, German Empire |
| Nationality | German |
| Alma mater | Ludwig Maximilian University of Munich |
| Scientific career | |
| Fields | Physics Astronomy |
| Influenced | Martin Schwarzschild |
| Signature | |
| 150px | |
Best known for his solution to Einstein's equations of general relativity, which describes the gravitational field outside a non-rotating black hole with no magnetic field.
The equation describes how a particle moves space near this black hole (using spherical coordinates).
[math]\displaystyle{ (ds)^2=-c^2(1-\frac{r_s}{r})(dt)^2+\frac{1}{(1-\frac{r_s}{r})}(dr)^2+r^2(d\theta)^2+r^2\sin^2(\theta)(d\phi)^2 }[/math]
ds is the path it follows
dt is the change in time
dr is the change in radius
d[math]\displaystyle{ \theta }[/math] and d[math]\displaystyle{ \phi }[/math] are the change in angle
[math]\displaystyle{ \theta }[/math] is also the angle
[math]\displaystyle{ r_s }[/math] is the set radius limit of the heavy object
r is how close the travelling object is to the heavy object
c is the speed of light
This equation is also known as the Schwarzschild metric or Schwarzschild solution.[2]
Karl Schwarzschild Media
Schwarzschild at the Fourth Conference International Union for Cooperation in Solar Research at Mount Wilson Observatory, 1910
Karl Schwarzschild's grave at Stadtfriedhof (Göttingen)
- Schwarzschild circular radii.svg
The Kepler problem in general relativity, using the Schwarzschild metric
- Schwarzschild interior.jpg
Boundary region of Schwarzschild interior and exterior solution
References
- ↑ Biography of Karl Schwarzschild by Indranu Suhendro, The Abraham Zelmanov Journal, 2008, Volume 1.
- ↑ Czerniawski, Jan. [1], The possibility of a simple derivation of the Schwarzschild metric. Retrieved on 10 May, 2020.
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