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Superposition of simple harmonic vibrations
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amplitude amplitude and phase anti-phase assumed axis bandpass beats becomes boundary conditions cable Calculate the value capacitor Chapter coil Consider constant corresponding cos(cof counter-electromotive force critical speed damped system damping ratio degrees of freedom differential equation displacement electrical circuit ellipse equal equation of motion equilibrium position example exciting force FIGURE fixed force transmitted forced vibration Fourier frame freedom system frequency equation frequency ratio friction function given Hence impedance inductor initial conditions LC circuit loaded shaft lowest natural frequency maximum value mode shape modulus natural frequency Newton's second law Obtain an expression oscillations pendulum phase angle phasor diagram Q factor rad/s rectangle resonance response resulting motion rev/min rotating second rotor shown in Fig shows simple harmonic motion sinusoidal solution spring of stiffness spring-mass system Substituting in Equation system shown term tion vector vertical vibrograph viscous damper voltage zero