摘要激光聚变有望一劳永逸地解决人类的能源问题, 因而受到国际社会的普遍重视,
一直是国际研究的前沿热点. 目前实现激光惯性约束聚变所面临的最大科学障碍(属于内禀困难) …

We develop fifth-order A-WENO finite-difference schemes based on the path-conservative
central-upwind method for nonconservative one-and two-dimensional hyperbolic systems of …

We propose third-order A-WENO finite difference schemes that are based on the recently
introduced first-order numerical schemes in [NK Garg et al., Journal of Computational …

A new adaptive diffusion central numerical flux within the framework of fifth-order
characteristicwise alternative WENO-Z finite-difference schemes (A-WENO) with a modified …

It is a notoriously challenge problem for Lagrangian particle methods to solve compressible
flows with strong discontinuities and large volume variations. To overcome the problems of …

An alternative formulation of targeted ENO scheme (AFTENO) is proposed for hyperbolic
conservation laws. The new scheme combines the advantages of targeted ENO (TENO) and …

The finite difference multi-resolution alternative weighted essentially non-oscillatory (MR-
AWENO) scheme has been designed to solve hyperbolic conservation laws (Wang et al. in …

In this study, we use a new approach, known as the Aboodh residual power series method
(ARPSM), in order to obtain the analytical results of the Black–Scholes differential equations …

The fifth, seventh and ninth order characteristic-wise alternative weighted essentially non-
oscillatory (AWENO) finite difference schemes are applied to the fully conservative (FC) form …

In this paper we construct a novel discretization of the Cahn-Hilliard equation coupled with
the Navier-Stokes equations. The Cahn-Hilliard equation models the separation of a binary …