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Optimal control of fluid-dynamics systems has gained attention in the last several years from the scientific community because of its potential use in design of new engineering devices and optimization of existing ones.
Optimal control theory in fluid dynamics has become popular in the last several years because of its use in the design of new engineering devices and optimization of existing ones.
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The performance of such a functional structure is seriously affected by the configuration of the base structure and the surface functional devices, and the optimization of configuration is a simultaneous topology optimization of the boundaries that belong to different types.
The closed form equations for collector current density and base transit time offer a physical insight into device operation and are a useful tool in device design and optimization.
The system is capable of handling the energy flows in the building and across all energy carriers as well as the interdependencies between devices, while keeping a unitized approach towards devices and the optimization of their operation.
The closed form expressions for collector current density and transit time offer a physical insight into device operations at various bias conditions and are a useful tool in device design and optimization.
Therefore, accurate, predictive models of double layers are essential for device design and optimization.
In addition, the derived model is suitable for device design and optimization.
This work facilitates an accurate and time-efficient hydrodynamic simulation in quasi-ballistic regime for device design and optimization.
Our work can provide some important guidance for device design and optimization from the considerations of both theory and experiment.
We expected the theoretical approach described in our study to provide an effective method for micro-device design and optimization.
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