【摘 要】
:
This work is devoted to extending the modified ghost fluid method(MGFM)to treat compressible and incompressible fluid coupling.By solving shock relationship
论文部分内容阅读
This work is devoted to extending the modified ghost fluid method(MGFM)to treat compressible and incompressible fluid coupling.By solving shock relationship in the compressible medium and a derived equation of interfacial pressure continuity together to predict the ghost fluid states,this approach not only ensures numerical stability and maintains the advantages of simplicity and high efficiency,but also provides a more accurate interface boundary condition.Specific applications to underwater bubble collapse are are presented.
其他文献
We present a new model of in vitro cell permeabilization by electric pulses,which describes separately the conducting state and the permeable state of the m
Compressible multi-phase flows appear in many natural phenomena,and are very important in many applications,including space science,aerospace engineering,en
MultiCellular Tumor Spheroids can accurately reproduce the behaviour of 3D solid tumors,they are used to understand dynamics of tumor growth and to evaluate
Glioblastoma multiforme(GBM)is a malignant brain tumor with poor prognosis and inherent propensity to invade the brain.We apply a concise system of partial
We propose a novel outlook on the inference of time-varying genetic networks,from a limited number of noisy observations,by formulating the networks estimat
Cancer consists of layers of multiscale complex systems including molecular networks that interact with cellular elements to produce malignant phenotypes in
In recent years much effort has been devoted to the study of cancer metabolism.The metabolic activity of cancer cells differs largely from normal cells.Henc
X-ray computerized tomography based on synchrotron radiation,as a non-destructive technique,become an important tool and can be applied to the study of morp
Motivated by applications in wireless communications,this talk focus on linear conic relaxation techniques and approximation algorithms for some mixed binar
In this talk,we consider the use of the proximal alternating direction method of multipliers to solve linearly constrained separable programming problems.We