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Furthermore, the working performance and energy distributions of the excavator with the pure displacement variable concept, and speed and displacement variable concept are studied comparatively.
A Fourier series expansion for the displacement variable in the circumferential direction is used to model the FGM conical shell.
The interaction converges to a static deformation within 1% difference in the displacement variable after three iterations between fluid and structural codes.
A strongly nonlinear pendulum mechanism is considered in which the restoring force is approximately a cubic function of the displacement variable.
These relations are then used to transform the coupled governing differential equations into a sixth-order ordinary differential equation expressed in terms of the radial displacement variable only.
Based on a single equation of motion in terms of relative displacement variable, a qualitative analysis is completed and some new and interesting dynamic behaviors are discovered.
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The displacement variables are evaluated using the Ritz method.
The displacement variables are approximated using the Ritz method.
Displacement variables are used for both the fluid and the solid.
Yet, the number of primary displacement variables is only five, same as its smeared counterpart.
The other is based on getting a single equation of motion using relative displacement variables.
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