Theory & Logic
Theoretical Background
Physics describes the fundamental mechanism of the universe. The Kepler's Third Law is an essential tool for understanding Kepler's Third Law in quantitative terms. Calculate Period T using T² = (4π²/GM)r³.
Mathematical Formulation
The relationship between the variables is governed by the following equation:
Variable Legend
| Symbol | Parameter | Unit |
|---|---|---|
| m | Central Mass | kg |
| r | Orbit Radius | m |
Practical Calculation Example
Problem
Calculating the result when:
- Central Mass = 30 kg
- Orbit Radius = 80 m
Solution
Substituting into Eq 1.1:
Result = √( (4×3.14159×3.14159 × 80³) ÷ (6.674e-11 × 30) )