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Sinister
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Quick question: how do you solve an ideal op amp circuit with the two terminals connected to independant power sources?
jim hardy said:Always - the opamp will do its best to keep the two inputs ar same voltage.
When you're just beginning, write Kirchoff's Voltage Law from one input to the other and set to zero
starting at +, walking around to - and equating to zero;
3v - Vo - 1v = 0
Vo = 2
sanity check - does Vo lie between the power supply rails? If not something is wrong.
that should get you started. Soon you'll be like Yungman - read them as easy as resistor color codes.
old jim
You might look for the old books we used in 70's -
Don Lancaster's books (opamp cookbook?)
National Semioconductor catalog and AN 31
and Texas Instruments "OpAmps for Everyone" which you should download from TI.com and print and bind to pass on to your grandkids.
Sinister said:Does this only works if one input is connected to the ground and the other is connected to the output
An ideal op amp is a theoretical concept used in circuit analysis that has infinite open-loop gain, infinite input impedance, and zero output impedance. In contrast, a real op amp has finite values for these parameters and also has limitations such as bandwidth and slew rate. Ideal op amps are useful for simplifying circuit analysis, but real op amps must be used in practical applications.
To solve an ideal op amp circuit with multiple power sources, you first need to apply Kirchhoff's voltage law to determine the voltages at each node in the circuit. Then, you can use the ideal op amp circuit rules, such as virtual ground and the golden rules, to calculate the output voltage and current. Finally, use Ohm's law to determine the voltage and current at any resistors in the circuit.
Yes, ideal op amp circuit analysis can be applied to both non-inverting and inverting amplifier circuits. The only difference between these two types of circuits is the placement of the input and feedback resistors, which affects the gain of the circuit. However, the same rules and equations can be used to analyze both types of circuits.
In an ideal op amp circuit with feedback, the output voltage is adjusted to keep the inverting and non-inverting input voltages equal. This means that the voltage divider formed by the feedback resistors will determine the output voltage. Use the voltage divider formula to determine the output voltage and then apply the ideal op amp rules to calculate the input and output currents.
Ideal op amp circuit analysis has limitations when applied to real-world circuits. These limitations include the assumption of infinite open-loop gain, which may not be true for real op amps, and the assumption of zero output impedance, which may not hold for circuits with high output currents. Additionally, the calculations may not accurately reflect the non-linear behavior of real op amps. It is important to carefully consider these limitations when using ideal op amp circuit analysis for circuits with power sources.