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Really good explanation as usual! But one further question: If zeta is greater than zero, is there resonance in my analysis if the undampened natural frequency or the dampened natural frequency are equal to the excitation frequency? Because damping has two effects on the vibration. It is reducing the amplitude and reducing (a little bit) the natural frequency. Does the solution in the frequency range consider the second effect?
This video is part of the free Ansys Innovation Course “Harmonic Analysis of Structures”. Access all of the course contents including additional lessons, handouts, simulation examples with starting files, homework problems, and quizzes: courses.ansys.com/index.php/courses/harmonic-analysis-of-structures/
Check out other courses on the website while you’re there. Happy learning!
Great content. Thanks
Really good explanation as usual!
But one further question: If zeta is greater than zero, is there resonance in my analysis if the undampened natural frequency or the dampened natural frequency are equal to the excitation frequency?
Because damping has two effects on the vibration. It is reducing the amplitude and reducing (a little bit) the natural frequency.
Does the solution in the frequency range consider the second effect?
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