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Single and multi-objective topology optimization problems for the design of compliant mechanisms are formulated.
The displacement and stiffness calculations of such flexure-based compliant mechanisms are formulated based on the principle of virtual work and pseudo rigid body model(PRBM).
In order to determine the shaking forces and the shaking moments, the dynamic equations of motion for mechanisms are formulated systematically in the parameters related to the equimomental point-masses.
The transverse and the longitudinal failure mechanisms are formulated considering different criteria: for the transverse failure mechanisms, the proposed three-dimensional invariant-based criterion is formulated directly from invariant theory.
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These mechanisms were formulated as an energy functional, which is then minimized by using the multiphase level set method. Figure 6g shows the segmentation result obtained using the centerlines of the axons from Figure 6f.
Kinematic equations of the proposed leg mechanism are formulated for a computer oriented simulation of operation overcoming obstacles.
This attention function mechanism is formulated as two cases: (5).
It stays constant for other resampling methods when no mechanism is formulated to alter the amount of particles.
Analytical expressions relating stiffness and geometrical parameters of the mechanism were formulated to obtain the necessary conditions of variable stiffness.
First, the reduced DMF25 sub-mechanism was formulated using various mechanism reduction methods, and was then incorporated into the base reduced TRF-PAH mechanism.
Thereafter, an auction based coordination mechanism is formulated, which leads production decisions toward a coordinated outcome despite each individual acting independently and on his/her best interest.
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