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Exact(49)
Then the compensation condition for the parasitic motion is obtained.
The angular position of the vibration motion is obtained analytically.
The excitation motion is obtained by means of a one-D propagation analysis.
Based on the precision PEAs and flexure hinge mechanisms, high precision motion is obtained.
The approximate solution of the nonlinear equation of motion is obtained using the perturbation method.
The solution of the equation of motion is obtained through the harmonic balance method.
Similar(11)
The equations of motion are obtained using Hamilton's principle.
Equations of motion are obtained from Lagrange's equations.
The governing differential equations of motion are obtained by using Lagrange's equations.
The governing equations of motion are obtained via energy method and Hamilton's principle.
The activation energies for viscous flow and backbone motion were obtained using well-defined models.
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