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* <math>T_1</math>: <math>Z_1 \!\cdot\! j_b = Q_1 \!\cdot\! (V_{01} + V_3 - U_1)</math>
 
* <math>T_1</math>: <math>Z_1 \!\cdot\! j_b = Q_1 \!\cdot\! (V_{01} + V_3 - U_1)</math>
* <math>T_2</math>: <math>Z_2 \!\cdot\! K_b = Q_2 \!\cdot\! (V_{02} + V_7 - V_4 - U_2)</math>
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* <math>T_2</math>: <math>Z_2 \!\cdot\! k_b = Q_2 \!\cdot\! (V_{02} + V_7 - V_4 - U_2)</math>
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== Solution ==
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The solution (that is, <math>V_{out}</math>) is found by first iterating as described above to find the transistor operating points to the desired precision, then solving under AC conditions to find the correct <math>V_{out}</math>.  "Solving" (both during iteration and for the final answer) involves running the 24-equation matrix through MATLAB and selecting out the solution generated for the <math>V_{out}</math> variable.  For responses, see the article on the [[SiPM Amplifier]].
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