Mechanical Vibrations II: Forced Response
Jan 1, 2021
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1 min read
Summary
We continue with the solution of ODEs that govern a spring-mass system:
$$ m x^{\prime \prime}(t)+\delta x^{\prime}(t)+k x(t)=f(t), $$where $\delta \geqslant 0$ is the damping constant, $m>0$ is the mass of the object, and $k>0$ is the spring constant. $f(t)$ is forcing (or input).
Full Set of Lecture Notes
The notes for this lecture are available here.
