
| AM General Equation | ||||
| Let the carrier be xc(t) = Xc·sin (Ωct), and the modulating signal be xm(t) = Xm·sin (ωmt) | Then x(t) = Xc·[1+m·sin (Ωmt)]·sin (Ωct) | |||
| Modulation Index | ||||
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In the following examples, the carrier frequency is nine times the modulation frequency. Red (dashed) lines represent the modulation envelope. Blue (solid) lines represent the modulated carrier. |
| 100% Modulation | ![]() | ||
Here, the maximum voltage (Vmax) is 2 V and the minimum (Vmin) is 0 V. From the modulation index formula:
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| 50% Modulation | ![]() | ||
Here, the maximum voltage (Vmax) is 3 V and the minimum (Vmin) is 1 V. From the modulation index formula:
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| 25% Modulation | ![]() | ||
Here, the maximum voltage (Vmax) is 1.25 V and the minimum (Vmin) is 0.75 V. From the modulation index formula:
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| 150% Modulation | ![]() | ||
Here, the maximum voltage (Vmax) is 2.5 V and the minimum (Vmin) is -0.5 V. From the modulation index formula:
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| Class | Conduction Angle | Maximum Efficiency | Description |
| A | 360º | 25% | Device is biased in to conduct in the linear region all the time. |
| AB | > 180º, << 360º | --- | Two devices connected like a Class B, but biased to conduct somewhere between Class A and Class B. |
| B | 180º | 78.5% | Two devices in series with the output taken at the common junction. Both devices biased to conduct in the linear region for opposite half a cycle, i.e., they are never on at the same time. |
| C | > 0º, < 180º | --- | Device is biased to turn on after a certain input threshold voltage is exceeded. Very efficient, but creates distortion. |
| D | 100% | Used to switch completely on or completely off. | |
| E | Used for rectangular input signals. |
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