Gain = V(out) / V(in) = - (R2/R1). If R1 is equal R2, output voltage V(out) is equal negative of
input voltage V(in). An op-amp with gain = -2 is provided. Also a DMM in order to measure the
input and output voltage is used.
The measured resistance of R1 and R2 are: R1 = 2.1 k , R2 = 4.3 k So Gain = - 4.30/2.10 = -2.05
Figure 1: The schematic of a Real inverting Op-Amp |
V(in)
|
V(out)
|
-3.49
|
3.46
|
-2.99
|
3.46
|
-2.49
|
3.46
|
-1.99
|
3.46
|
-1.49
|
3.01
|
-0.99
|
2
|
0
|
0
|
0.49
|
-1
|
0.996
|
-2
|
1.50
|
-3
|
1.99
|
-4.01
|
2.49
|
-4.23
|
2.99
|
-4.23
|
3.49
|
-4.23
|
3.99
|
-4.23
|
Figure 2: The Graph of Output Voltage vs Input Voltage |
V(in)
|
V(out)
|
-1.49
|
3.01
|
-0.99
|
2
|
0
|
0
|
0.49
|
-1
|
0.996
|
-2
|
1.50
|
-3
|
1.99
|
-4.01
|
According to the data table 2, gain is slope of the linear part of the graph output voltage vs input
voltage. V(out) = - 2.0143 V(in) + 0.0039 , Gain = - 2.0143
percent error of gain = [(2.05 - 2.01)/(2.05)]* 100% = 1.95%
Figure 3: A Schematic of the inverting op-amp |
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