Sentence examples for system geometry and from inspiring English sources
Channel characteristics were investigated in detail, including the effects of varying system geometry and the effects of different atmosphere conditions.
Modeling and simulation has been widely used in industry to optimize the system geometry and growth processes.
An analytically more tractable path loss model is also a future topic of interest, which can enable more intuitive analysis for the effects of system geometry and parameters.
Particular attention must be given to passive decay heat removal, since this capability is a strong function of the system geometry and operating conditions.
A semi-analytical method is devised which uses Fourier analysis to account for the complicated system geometry and reduces the problem to singular integral equations over a sensor electrode.
Furthermore, the reduced model complexity may allow future investigation by the current authors and other research groups into different combustible dusts, more detailed system geometry, and turbulent flow conditions.
Due to the complicated nucleation and growth process, it is important to optimize these parameters in different system geometries and flow rates to adjust the adsorption/desorption of radicals obtain sufficient sulfurization rates and find optimal conditions to grow monolayer MoS2 flakes.
The role of a number of parameters is investigated, including foil kinematics (modes, frequencies, amplitudes and time histories of motion), foil and system geometry (shape, configuration and structural flexibility), and flow physics effects (Reynolds number and turbulence, shear flows and ground effect).
A complete study of collapse caldera formation should ideally involve multiple aspects such as regional tectonics, system geometry, magma and host rock properties, fluid-structure interaction, pre-existing structural discontinuities, and deformation history.
Modelling transfers in fractured media remains a challenging task due to the complexity of the system geometry, high contrasts and large uncertainties on flow and transport properties.
To begin, Newton's second law is evoked to derive a nondimensional equation of motion that describes the time-evolution of the fluid front position and velocity as a function of system geometry, fluid properties, and fluid temperature.
