Advanced Studies in Theoretical Physics

This paper investigates the effect of a magnetic field on the stability of two interfacial waves propagating between three infinite layers of viscous fluids. The flow propagates saturated in porous media so that liquids have distinct physical properties and are immiscible. The principal purpose of this study is to examine the impact of the porosity outcome and fluid viscosity on the growth rate in the existence of a magnetic field. In the horizontal axis direction. Fluid stability results from the amplitude of the waves and the extent to which they are affected by the interference between magnetic features and the effect of the media's porosity. The stability conditions are realized theoretically in which stability diagrams are achieved. The influence of the various quantities of the problem on the interface stability is thoroughly evaluated.

Azizah Alrashidi

Sameh A. Alkharashi

Stabilization responses of an infinite porous flow channel containing ferrofluids

含铁磁流体的无限多孔流动通道的稳定响应

Riadh Al Rabeh

A simple geodesic equation for gravity, electromagnetism and all sources of energy

引力、电磁学及所有能量源的简单测地线方程

The axiomatic foundation of Einstein's theory of General Relativity is discussed based on an epistemological point of view, yielding a possible logical restriction on the range of validity regarding the strength of gravitational fields. To be precise, the validity of the geodetic equations of motion derived from the Einstein Equivalence Principle is examined in view of Einstein's thought experiment, where an observer situated in a closed elevator cannot distinguish between acceleration and gravitation.

Wolfgang Oehm

A possible logical constraint on the validity of general relativity for strong gravitational fields

强引力场下广义相对论有效性的可能逻辑约束

R. Alvarado

Cosmological exact solutions of Petrov type D. A mixture of fluids of dark energy and a nonlinear element that emerges as a Zeldovich fluid and that transforms into a dust type fluid

Petrov类型D的宇宙学精确解。暗能量流体与一种非线性元素的混合，该元素作为Zeldovich流体出现并转化为尘埃型流体

Ian Clague

Examination of the electromagnetic force and gravity through the composite (couplet) photon

复合（对）光子电磁力与引力的考察

Paul Bracken

Envariance symmetry in quantum mechanics and statistical mechanics

量子力学与统计力学中的不变性对称性

Andreas Trupp

Correction of a flaw in the equations of precessional motion of a spinning top, of the Larmor frequency, and of the Lande factor

自旋陀螺进动运动方程、拉莫尔频率及朗德因子中一处错误的修正

M. J. Stephenson

PRODIGY: Probing resilience of domain-wall interactions at gauge theory

PRODIGY：在规范理论中探测畴壁相互作用的弹性

Publication Information	Publisher: Hikari Ltd.，Publishing cycle: ，Journal Type: journal，Open Access Journals: No
Basic data	Year of publication: 2007，Proportion of original research papers: ，Self Citation Rate:， Gold OA Rate:

Advanced Studies in Theoretical Physics

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Stabilization responses of an infinite porous flow channel containing ferrofluids

A simple geodesic equation for gravity, electromagnetism and all sources of energy

A possible logical constraint on the validity of general relativity for strong gravitational fields

Cosmological exact solutions of Petrov type D. A mixture of fluids of dark energy and a nonlinear element that emerges as a Zeldovich fluid and that transforms into a dust type fluid

Examination of the electromagnetic force and gravity through the composite (couplet) photon

Stabilization responses of an infinite porous flow channel containing ferrofluids

A simple geodesic equation for gravity, electromagnetism and all sources of energy

Envariance symmetry in quantum mechanics and statistical mechanics

Correction of a flaw in the equations of precessional motion of a spinning top, of the Larmor frequency, and of the Lande factor

PRODIGY: Probing resilience of domain-wall interactions at gauge theory