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Like any physical input-output system, these systems are characterized by inherent load constraints and optimal load capacity ranges, and are designed to function in an adaptive manner within these constraints.
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Based on this result, the optimal loading capacity was 6 μg of liver digest, which is 5 10-fold higher than using a trap-less configuration.
On the basis of the Brinkman model, a theoretical study of the optimal load-carrying capacity and friction coefficient for one-dimensional curved porous slider bearings with the gap width varying slowly is presented.
We developed optimal FDBs with high load capacity via an optimization problem of the multi-objective function of radial and axial load capacities and the constraint equations of friction, stiffness, and damping coefficients.
Finally, we prototyped the optimal FDBs with high load capacity and verified the load capacity and friction torque of the FDBs via experiments.
We also identify that the most unfavorable load bearing position is the corner of the slabs as this has a weak load transfer capacity; the optimal load bearing position is in the center of the slabs.
Lagrange multiplier optimization with equality constraints is utilized to calculate the optimal distribution matrix that maximizes the load capacity of the failed bearing.
Multi-cell, penalty minimizing discharging schemes were developed based on experimental data and high-level models in attempt to optimize discharge capacity and cycle life based on an unspecified optimal load current.
For materials with moderate strength, an optimal pressure angle is assumed to exist that realizes both load capacity with respect to bending and load capacity with respect to contact pressure.
An optimal load balancing is very important, as it increases the system's capacity and improves the overall ring performance.
Optimal values for various design parameters are obtained to maximize the load capacity and to improve the stability characteristics.
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CEO of Professional Science Editing for Scientists @ prosciediting.com