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In addition to reducing electricity charges, ES is capable to support distribution network management through minimizing the dynamic DUoS charge.
The problem of minimizing the dynamic response of laminated truncated conical shells with minimum control force is presented.
The optimal control problem of minimizing the dynamic response of anisotropic symmetric or antisymmetric composite laminated rectangular plates with various boundary conditions is presented using various plate theories.
Through the optimization procedure, the finite element method model is modified, and the profile of the supporting beams is automatically redesigned to achieve superior performance: first, obtaining optimum values for the natural frequencies and later minimizing the dynamic displacements.
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Finally, clock-gating techniques minimize the dynamic power consumption.
It is preferred to minimize the dynamic power consumption.
It is aimed to balance a system containing rotating parts in order to minimize the dynamic vibration on it.
The objective of the present control problem is to minimize the dynamic response of the plate with minimum possible expenditure of force.
The objective is to minimize the dynamic actuator forces required for executing the prescribed path, subject to constraints on the geometry and the ranges of actuator lengths.
To minimize the dynamic compliance under the single or multiple excitation frequencies, four typical topology optimization problems are proposed for different scenarios.
Equipped with the novel actuation unit, a symmetric micro-stage is constructed in order to minimize the dynamic couplings among three axes.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com