A description of a wave as a bounce is developed. A wave that carries a mass is characterised by a bounce and the mass-spring-damper system. Furthermore, an analogy of a wave/bounce to the mass-spring-damper system is suggested. The efflux bounce considered is responsible for dispersion and is part of the drug transportation wave network in the patient’s blood plasma. A four-dimensional length of tugs (wave) describing the efflux bounce is modelled by a system of differential equations. A single equivalent fourth-order differential equation system is suggested to model the same wave. The two systems are inferred to share a unique characteristic equation. The theoretical models developed are used to infer on the characterisation of the wave comprising of media and boundary components. The media is found to be rigid ##IMG## [http://ej.iop.org/images/2399-6528/4/10/105009/jpcoabc056ieqn1.gif] {$({\omega }_{I}=0{h}^{-1})$} and the boundary as deformable ##IMG##

中文翻译：

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波浪的理论模型：溶液粒子的外排弹跳

提出了将波浪形为反弹的描述。承载质量的波的特征在于反弹和质量弹簧-阻尼器系统。此外，建议对质量弹簧阻尼器系统进行波动/弹跳的类比。所考虑的外排反弹是造成扩散的原因，并且是患者血浆中药物传输波网络的一部分。用微分方程组建模描述拖曳弹跳的拖船（波浪）的四维长度。建议使用单个等效的四阶微分方程系统对同一波建模。推断这两个系统共享唯一的特征方程式。建立的理论模型可用于推断由介质和边界成分组成的波的特征。发现媒体是固定的## IMG ## [http：//ej.iop。