The formula to calculate Particle Cycloidal Path (R) is:
\[ R = \frac{Vef}{\omega e} \]
Particle Cycloidal Path is the path of a charged particle starting from rest in uniform static crossed electric and magnetic fields. The Velocity of electron in force fields is the speed at which an electron revolves in an electric and magnetic field. The Angular Speed of Electron is the rate at which an electron is rotating around a center in a given time period.
Let's assume the following values:
Using the formula:
\[ R = \frac{160.869}{40000000000} \approx 4.021725E-09 \]
The Particle Cycloidal Path is approximately 4.021725E-09 Meter.
| Velocity of Electron in Force Fields (Meter per Second) | Angular Speed of Electron (Radian per Second) | Particle Cycloidal Path (Meter) |
|---|---|---|
| 160 | 40000000000 | 0.000000004000000 |
| 160.1 | 40000000000 | 0.000000004002500 |
| 160.2 | 40000000000 | 0.000000004005000 |
| 160.3 | 40000000000 | 0.000000004007500 |
| 160.4 | 40000000000 | 0.000000004010000 |
| 160.5 | 40000000000 | 0.000000004012500 |
| 160.6 | 40000000000 | 0.000000004015000 |
| 160.7 | 40000000000 | 0.000000004017500 |
| 160.8 | 40000000000 | 0.000000004020000 |
| 160.9 | 40000000000 | 0.000000004022500 |
| 161 | 40000000000 | 0.000000004025000 |