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Loop Stability Analysis<br />

Setting Up An Analysis<br />

Loop Stability Analysis<br />

Analyses the circuit stability. The classical method for stability analysis is to break the feedback<br />

loop at an appropriate point on AC analysis, while maintaining correct DC conditions. This<br />

means that the loop must be terminated with the appropriate impedance it ‘sees’ looking at the<br />

loop input. Obtaining this impedance value is not always a simple task. Loop stability analysis<br />

measures the loop gain by successive injection (Middlebrook Technique). A zero voltage source<br />

is placed in series in the loop: the first pin of the voltage loop must be connected to the loop<br />

input, the other pin to the loop output. The name of this voltage source is given in the .LSTB<br />

statement, and the loop gain can be displayed.<br />

Two loop stability analysis algorithms are available:<br />

• The default Middlebrook technique with successive injection (default convention<br />

T=AK, with an option to select the M. Tian convention T=−AK).<br />

• The K. Kundert algorithm from “A Test Bench for Differential Circuits.”<br />

Use the .IPROBE command with .LSTB to perform open loop simulations without editing the<br />

device netlists (no need to add a voltage source and nets to create an open loop).<br />

Related Commands<br />

• .LSTB in the Eldo Reference Manual<br />

• .IPROBE in the Eldo Reference Manual<br />

Related Topics<br />

Example 11—Loop Stability of an Opamp<br />

AC Analysis<br />

Eldo® User's Manual, 15.3 229

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