Negative feedback circuit of Multisim study notes

Foreword

Write negative feedback amplifier circuit design today

The basic principle of negative feedback circuit

The following figure shows the direct coupling using NPN + PNP negative feedback amplification circuit
Negative feedback circuit
AC path as shown in FIG
AC path
exchange view, \ (Q_1 \) emitted electric potential equal to \ (u_i \) , then \ [i_4 = \ frac {v_i } {R_4} \] is \ (R_f \) voltage across \ ((u_o-u_i) \ ) is, \ [I_F = \ FRAC \]} {{u_o-u_i R_f}
when removing the negative feedback (the \ ( R_f \) is connected to the output section of the ground), the total gain is set at this time a, the \ (V ^ \ prime_i = \ FRAC V_o} {a} {\) , then \ [i_e = \ frac {v ^ \ } // {R_4 R_f prime_i} = \ {V_o FRAC} {A} {\ CDOT} \ {R_4 FRAC + R_f R_4 {} {\ R_f CDOT}} \]
\ [i_4 are used I_E = I_F + \]
simultaneous on formula have \ [\ frac {v_i} { R_4} = \ frac {u_o-u_i} {R_f} + \ frac {v_o} {A} {\ cdot} \ frac {R_4 + R_f} {R_4 {\ cdot} R_f } \]
Solutions have \ [A_u = \ frac {v_o
} {u_i} = \ frac {1} {\ frac {1} {A} + \ frac {R_4} {R_4 + R_f}} \] when A very large Time\[A_u{\approx}\frac{R_4+R_f}{R_4}\]

100 times the voltage amplifier circuit design

Design PNP NPN + 100 directly coupled voltage doubler amplifier circuit

1. 确定直流电源电压
这里选\(12V\)电压电源。
2. 确定\(R_3\)\(R_4+R_5\)
方法和之前讲的一样,这里静态集电极电流取\(I_{CQ1}=2mA\)
静态集电极与发射极间电压取电源电压的一半\(U_{CEQ1}=V_{CC}/2=6V\),则\(R_3+R_4+R_5=6V/2mA=3k\Omega\)
\(R_4+R_5\)的压降为2V,则\(R_4+R_5=2V/2mA=1k\Omega\),则\(R_3=2k\Omega\)
3. 偏置电路的设计
方法在第一篇讲过,取标称电阻值得 \(R_1=13k\Omega\)\(R_2=39k\Omega\)
4. 确定PNP放大电路
\(Q_1\)的静态集电极电位\(U_{CQ1}=2mA\times2k\Omega=4V\),则 \(Q_2\)的静态发射极电位\(U_{EQ2}=4V-0.7V=3.3V\)
\(I_{CQ2}=2mA\),则\(R_7=3.3V/2mA=1.65k\Omega\),取标称值电阻\(1.6k\Omega\)
为使\(U_{CEQ2}=V_{CC}/2=6V\),则\(R_6=\frac{12V-3.3V-6V}{2mA}=1.35k\Omega\),取标称值电阻\(1.3k\Omega\)
5. 确定负反馈电路
由开篇讲的理论可知,取\(R_f=10k\Omega\)时,\(R_4=\frac{10k\Omega}{100-1}=101\Omega\),取标称值电阻值\(100\Omega\),则\(R_5\)\(910\Omega\)
然后耦合电容和旁路电容都取\(22uF\)
6. Multisim仿真验证
设置好参数进行仿真,如下图
simulation
测得此电路电压放大倍数\ (A_u = \ frac {776.246mV } {10mV} \ approx77.6 times \) , a value calculated from the deviation, to adjust the resistance R4 a voltage magnification of 100 times measured \ (R_4 \) take \ (75 \ Omega \) satisfy the requirements, as shown in FIG.

100 times the negative feedback circuit
At this time, the voltage amplification factor \ (A_u = \ frac {1.017V } {10mV} \ approx100 times 40dB = \) , the output voltage waveform shown below
Waveform
after other write negative feedback circuit

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Origin www.cnblogs.com/l980401/p/12094054.html