Reissner Nordström Metrik, sphärische Droste Koordinaten (G=M=c=kε=1)
gᵤᵧ
Fᵤᵧ
Γᵒᵤᵧ
Řᵤᵧ
K
Gᵤᵧ
Tᵤᵧ
ẍᵘ
ṫ
pᵤ
v
r±
Input 1:
Output 1:

Input 2:
Input 3:
Output 3:

Input 4:
Output 4:
![if image doesn't load refresh with [F5] or force refresh with [ctrl]/[strg]+[F5]](b/12_rn_17.png)
|
![if image doesn't load refresh with [F5] or force refresh with [ctrl]/[strg]+[F5]](b/12_rn_18.png)
|
![if image doesn't load refresh with [F5] or force refresh with [ctrl]/[strg]+[F5]](b/12_rn_19.png)
|
![if image doesn't load refresh with [F5] or force refresh with [ctrl]/[strg]+[F5]](b/12_rn_20.png)
|
![if image doesn't load refresh with [F5] or force refresh with [ctrl]/[strg]+[F5]](b/12_rn_21.png)
|
![if image doesn't load refresh with [F5] or force refresh with [ctrl]/[strg]+[F5]](b/12_rn_22.png)
|
→ -Cos[θ] Sin[θ]
|
![if image doesn't load refresh with [F5] or force refresh with [ctrl]/[strg]+[F5]](b/12_rn_24.png)
|
→ Cot[θ] |
Input 5:
Output 5:
Input 6:
Output 6:

Input 7:
Output 7:
Input 8:
Output 8:
Input 9:
Output 9:

Input 10:
Output 10:

Input 11:
Output 11:
Input 12:
Output 12:
Input 13:
Output 13:
Input 14:
Output 14:
Input 15:
Output 15:
Input 16:
Output 16:
Modus:
Mehr: