Low frequency power amplifier

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Power amplifier is a circuit that converts energy. Under the action of input signal, transistor converts the energy of DC power into output power that varies with the input signal and sends it to the load. The requirements for power amplifier are as follows:
(1) Large output power: To increase the output power of the amplifier, the transistor must operate near the limit working area, which is determined by ICM, UCM and PCM (see Figure 1).

Figure 1
(2) The efficiency η should be high: The efficiency η of the amplifier is defined as: η = AC output power / DC input power
(3) Nonlinear distortion is within the allowable range: Since the power amplifier operates under large signals, nonlinear distortion is inevitable. The problem is to control the distortion within the allowable range.
Power amplifiers can be divided into the following types according to their working state and circuit form:
(1) Class A power amplifier: There is collector current in the entire signal cycle;
(2) Class B power amplifier: There is collector current only in half a signal cycle. According to the circuit form, it can be divided into:
1) Double-ended push-pull circuit (DEPP)
2) Single-ended push-pull circuit (SEPP)
3) Balanced transformerless circuit (BTL)
In practice, in order to overcome crossover distortion, the push-pull transistor circuit operates in Class A and Class B states.
1. Class A power amplifier

Figure 1 is a Class A power amplifier. The load RL becomes the collector load RL=nRLo through the impedance transformer B. For DC, the primary DC resistance and Re of transformer B are very small, so the DC load line is close to a vertical line (see Figure 1 (b)). In order to make the amplifier output higher power, the AC load line can be placed at points a and b: Uce=UCM at point a, and the operating point Q is at the midpoint of straight line ab. Usually the saturation voltage drop and penetration current of the transistor are very small. In fact, it can be considered that Icmin=0 and Ucemin=0o. Therefore, the current and voltage amplitudes supplied to the load are:
Icm=IcM/2, Ucem=UCM/2 ------------------------------------------------Formula 1
The AC power of the load (or the output power of the amplifier) ​​is:
PL=(UceM/ )×(IcM/ )=(IcM/ )×(UcM/ )=(1/8)IcM×UcM-------Formula 2
The collector current ICQ and voltage UceQ at the operating point Q are:
ICQ=ICM/2, UceQ=Ec=UCM/2---------------------------------------------Equation 3
Therefore, the input power of the DC power supply:
PD=IcQ×UceQ=(ICM/2)×(UCM/2)=1/4IcMUcm-------------------------------Equation 4
The efficiency of the Class A power amplifier is:
η=PL/PD=50%---------------------------------------------------------Equation 5

It can be seen that: (1) The maximum collector-emitter voltage of the transistor is twice the power supply voltage EC.
(2) The static power consumption of the transistor is twice the output power.
(3) The maximum efficiency of the Class A amplifier is only 50%.
2. Class B push-pull circuit
Figure 2 (a) is a Class B push-pull circuit. Since a transformer is used at the output end, the transistor has two output ends to the ground. Assuming the circuit is completely symmetrical, when the input signal Us is a positive half-wave, BG1 is cut off and BG2 is turned on, and the output voltage UL is a negative half-wave. Therefore, the two tubes are turned on in turn, working in a push-and-pull manner, so it is called a push-pull circuit.
Since the two tubes work in turn, the output characteristics of the two tubes are superimposed in opposite directions, and the AC load lines of the two tubes are just connected to form a straight line ab. The working point Q is at the midpoint of the straight line ab, as shown in Figure 2 (b). The relationship between the various electrical quantities can be seen from the figure:
(1) If the turns ratio of the primary and secondary windings of the output transformer is n, the load resistance RL of each transistor is:
RL=(n/2) RL=(n /4)RL--------------------------------------------Equation 6
And the resistance RCC between the collector and the collector is
Rcc=n RL=4RL-----------------------------------------------------Equation 7
(2) The voltage amplitude of the primary winding of transformer B2 is:
Ucem=UceQ≈Ec----------------------------------------------------Equation 8
The current amplitude of the primary winding is:
Icm=IcM----------------------------------------------------------Equation 9
So the power delivered to the primary winding is:
Ps=(Ucem/ )×(Icm/ )=(1/2)EcIcm------------------------------Equation 10
(3) The average current through each transistor is:
Ico = IcM/π-------------------------------------------------------Equation 11
The power supplied by the DC power supply is
PD = (2Ico)Ec = 2×(Icm/π)×Ec--------------------------------------Equation 12
(4) The efficiency of the push-pull circuit is:
η = (Ps/PD) 100% = {(1/2×Ec×Icm)/[2×(Icm/π)×Ec]} 100% ≈ 78.5%-----Equation 13
When designing a push-pull circuit, please note:
(1) To avoid crossover distortion, the transistor should have a certain bias current, but not too large, otherwise the circuit efficiency will be reduced.
(2) The maximum collector voltage of the transistor Ucm>2Ec.
(3) The power dissipation of the transistor Pcm ≥ 1.2Pc1, where Pc1 is the power delivered by each transistor to the primary of transformer B2, that is, Pc1 = [(1/2)Pso].
(4) Based on the requirements of Pc1 and Ec1, calculate the transistor load resistance PL and the turns ratio n of the output transformer.

Figure 2
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