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An optimization equation for obtaining the optimized dexterity of the manipulator is introduced to solve this nonholonomic problem, which also makes the manipulator capable of large tilting capacity.
With the aid of the mathematical conditional extremum solutions, an optimization equation group and the optimal configuration of all the unknown parameters are analytically obtained.
The method takes the average concentration of SVOCs as the optimization objective, considers the particles adsorption of SVOCs, and finally gives an optimization equation set that the optimal air flow field needs to satisfy.
That is, solving the problem via the Lagrange multiplier method offers an optimization equation group, which directly leads to the optimal values of all the unknown parameters.
The game has been formulated as a multi-level optimization equation.
Then, we construct an optimization equation to formulate the VSP wave field separation problem.
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Then, the variational principle is used to derive the optimization equations that the optimal flow field should satisfy to minimize the circumferential temperature difference.
Finally, the convective heat transfer processes in a typical receiver are optimized by the newly derived optimization equations to show the applications.
On this basis, optimization of an absorption energy storage system is converted to a conditional extremum problem, and applying the Lagrange multiplier method offers the optimization equations to directly obtain the optimal structural and operating parameters with the best performance.
Combining these formulas with the conditional extremum method gives several optimization equations corresponded to different optimization objectives.
With these system constraints, the optimization equations for the system were derived theoretically by applying the Lagrange multiplier method.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com