Provided here are links to some animations that will be used during the course of the semester. Please feel free to review and study these animations and discussions at any time during the semester.<\/p>\n
Please use the threaded discussion at the bottom of this page to ask questions regarding this material.<\/em><\/strong><\/span><\/p>\n Determining the # of DOFs<\/a> Beating: Six-DOF model<\/a> Free response of a string<\/a><\/p>\n Convolution integral: interpretation<\/a> Chapter V<\/em><\/strong><\/p>\n Shock response of multi-DOF system<\/a> Provided here are links to some animations that will be used during the course of the semester. Please feel free to review and study these animations and discussions at any time during the semester. Please use the threaded discussion at the bottom of this page to ask questions regarding this material. Chapter I Determining the … Continue reading Animations<\/span>
\nChapter I<\/strong><\/em><\/h5>\n
\nGeneralized coordinate<\/a>s
\nInfluence coefficients<\/a>
\nLinearization of EOMs<\/a><\/p>\n
\nChapter II<\/strong><\/em><\/h5>\n
\nBeating: Two-DOF model<\/a>
\nDamped SDOF response<\/a>
\nSystems with rigid body modes<\/a>
\nModes of a three-DOF system<\/a>
\nModes of a two-DOF string model<\/a><\/p>\n
\nChapter III<\/strong><\/em><\/h5>\n
\nChapter IV<\/strong><\/em><\/h5>\n
\nConvolution integral: interpreting resonance<\/a>
\nConvolution integral: response to a step input<\/a>
\nModal responses: harmonic excitation<\/a>
\nSDOF harmonic response<\/a>
\nSDOF periodic response<\/a>
\nSDOF total response<\/a><\/p>\n
\n
\nVibration isolation<\/a>
\nVibration absorption<\/a>
\nNYT article on vibration isolation<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"