Loop Gain Formula:
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Loop Gain is calculated by imagining the feedback loop is broken at some point and calculating the net gain if a signal is applied. It represents the product of gains around the feedback loop and is crucial for stability analysis in feedback systems.
The calculator uses the Loop Gain formula:
Where:
Explanation: The equation calculates the loop gain by dividing the returned signal by the test signal applied to the feedback system.
Details: Loop gain calculation is essential for analyzing the stability and performance of feedback amplifiers. It helps determine system stability margins and predict oscillatory behavior in closed-loop systems.
Tips: Enter returned signal and test signal values in Volts. Both values must be positive and valid for accurate calculation.
Q1: What is the significance of loop gain in feedback systems?
A: Loop gain determines the stability and performance characteristics of feedback systems. Higher loop gain generally improves accuracy but may reduce stability.
Q2: How is loop gain different from open-loop gain?
A: Open-loop gain refers to the gain of the amplifier without feedback, while loop gain is the product of gains around the complete feedback loop.
Q3: What values indicate a stable feedback system?
A: For stability, the loop gain should be less than 1 at the frequency where the phase shift reaches 180 degrees (phase margin > 0).
Q4: Can loop gain be negative?
A: Yes, loop gain can be negative, which indicates phase inversion in the feedback path and can affect system stability.
Q5: How does loop gain affect system bandwidth?
A: Higher loop gain typically increases system bandwidth but may introduce stability issues that need to be carefully managed.