Electronics: Difference between revisions

Latest revision as of 09:08, 12 January 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 dpened on the output current, the output impedance equals zero.
The input impedance $i_{+}=i_{-}=0$ .
When there is a negative feedback, both inputs have the same voltage. In other words, $V_{+}$ is equal to $V_{-}$ .
When solving circuits using the nodes method, write node equations at $V_{+}$ and $V_{-}$ , but not at $V_{o}$ .

@@ Line 5: / Line 5: @@
 # 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 nodes method, write node equations at <math>V_+</math> and <math>V_-</math>, but not at <math>V_o</math>.
+==Sources==
+*[http://people.wallawalla.edu/~Rob.Frohne/ClassNotes/ENGR356/2010/Keystone/index.php Class Notes]
+*[http://hyperphysics.phy-astr.gsu.edu/HBASE/electronic/opampi.html Ideal Op-amp]
+*[http://mechatronics.mech.northwestern.edu/design_ref/electrical_design/opamps.html Operational Amplifiers]
+==Reviewer==