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Applicability of crack-face electromagnetic boundary condition assumptions is discussed.
In particular, existing design is based on very simple boundary condition assumptions that cannot be realised in practice.
The state-of-the-art of models for predicting axial, torsional and bending vibrations (uncoupled and coupled), boundary condition assumptions, equation formulation methods, and applications to vibration mitigation is reviewed.
They also highlight the potential sensitivity of modelling results to inlet boundary condition assumptions and emphasise the need to adequately account for upstream influences when applying CFD techniques to the simulation of industrial flows.
Four ideal crack-face electromagnetic boundary condition assumptions, that is, (a) electrically and magnetically impermeable crack, (b) electrically impermeable and magnetically permeable crack, (c) electrically permeable and magnetically impermeable crack and (d) electrically and magnetically permeable crack, are investigated separately.
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This assumption is known as the shoulder condition assumption in line transect sampling.
Boundary layer function is introduced to construct an auxiliary error variable, which relaxes the identical initial condition assumption of iterative learning control.
SUMT converges to the optimal transmission completion time without the WUFB condition assumption.
Further we assume that f and g satisfy the local Lipschitz condition (Assumption 2.1).
To make our theory more applicable, we replace the polynomial growth condition (Assumption 2.2) by the following general assumption.
Because of the existence of nonlinear growth condition (Assumption 2.2), the classical theory cannot be used directly to system (10).
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