Golden Rules: Difference between revisions
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When analyzing operational amplifiers, there are a few rules that need to be taken into consideration in order to solve circuits using KVL or KCL. | When analyzing operational amplifiers, there are a few rules that need to be taken into consideration in order to solve circuits using KVL or KCL. | ||
# Because the output voltage does not | # Because the output voltage does not depend on the output current, the output impedance equals zero. | ||
# The input impedance <math> | # The input impedance <math>Z_+=Z_-=0</math>. | ||
# When there is a negative feedback, both inputs have the same voltage. In other words, <math>V_+</math> is equal to <math>V_-</math>. | # When there is a negative feedback, both inputs have the same voltage. In other words, <math>V_+</math> is equal to <math>V_-</math>. | ||
# When solving circuits using the | # When solving circuits using the nodal analysis, write node equations at <math>V_+</math> and <math>V_-</math>, but not at <math>V_o</math>. | ||
==Sources== | ==Sources== | ||
Line 12: | Line 11: | ||
==Reviewer== | ==Reviewer== | ||
[[Lau, Chris | Christopher Garrison Lau I]] | |||
*[[Vier, Michael | Michael Vier]] |
Latest revision as of 10:23, 14 March 2010
When analyzing operational amplifiers, there are a few rules that need to be taken into consideration in order to solve circuits using KVL or KCL.
- Because the output voltage does not depend on the output current, the output impedance equals zero.
- The input impedance .
- When there is a negative feedback, both inputs have the same voltage. In other words, is equal to .
- When solving circuits using the nodal analysis, write node equations at and , but not at .