The slope of log-magnitude asymptote changes by - 40 dB/ decade at a frequency ω1. This means that-A-a double pole is presentB-a pair of complex conjugate poles is presentC-either a double pole or a pair of complex conjugate poles is presentD-a pole or zero at origin is present-C-either a double pole or a pair of complex conjugate poles is present

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The slope of log-magnitude asymptote changes by - 40 dB/ decade at a frequency &omega;1. This means that-A-a double pole is presentB-a pair of complex conjugate poles is presentC-either a double pole or a pair of complex conjugate poles is presentD-a pole or zero at origin is present-C-either a double pole or a pair of complex conjugate poles is present

APTITUDE CRACK · Accepted Answer

C either a double pole or a pair of complex conjugate poles is present A double pole or pair of complex poles result in 40 dB/decade slope in log magnitude graph.

Automatic Control Systems - Engineering

The slope of log-magnitude asymptote changes by - 40 dB/ decade at a frequency ω₁. This means that

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Automatic Control Systems - Engineering

The slope of log-magnitude asymptote changes by - 40 dB/ decade at a frequency ω1. This means that

Solution

For help Students Orientation Mcqs Questions

The slope of log-magnitude asymptote changes by - 40 dB/ decade at a frequency ω₁. This means that

For help Students Orientation
Mcqs Questions