The formula to calculate the Collector Current is:
\[ I_c = \alpha \cdot I_e \]
Collector current is defined as the current flowing through the collector terminal of a transistor.
Let's assume the following values:
Using the formula:
\[ I_c = 0.714 \cdot 0.00275 = 0.0019635 \text{ A} \]
| Current Amplification Factor (α) | Emitter Current (Ie) | Collector Current (Ic) |
|---|---|---|
| 0.7 | 0.00275 A | 0.001925000000 A |
| 0.701 | 0.00275 A | 0.001927750000 A |
| 0.702 | 0.00275 A | 0.001930500000 A |
| 0.703 | 0.00275 A | 0.001933250000 A |
| 0.704 | 0.00275 A | 0.001936000000 A |
| 0.705 | 0.00275 A | 0.001938750000 A |
| 0.706 | 0.00275 A | 0.001941500000 A |
| 0.707 | 0.00275 A | 0.001944250000 A |
| 0.708 | 0.00275 A | 0.001947000000 A |
| 0.709 | 0.00275 A | 0.001949750000 A |
| 0.71 | 0.00275 A | 0.001952500000 A |
| 0.711 | 0.00275 A | 0.001955250000 A |
| 0.712 | 0.00275 A | 0.001958000000 A |
| 0.713 | 0.00275 A | 0.001960750000 A |
| 0.714 | 0.00275 A | 0.001963500000 A |
| 0.715 | 0.00275 A | 0.001966250000 A |
| 0.716 | 0.00275 A | 0.001969000000 A |
| 0.717 | 0.00275 A | 0.001971750000 A |
| 0.718 | 0.00275 A | 0.001974500000 A |
| 0.719 | 0.00275 A | 0.001977250000 A |
| 0.72 | 0.00275 A | 0.001980000000 A |