Dimensionless numbers have a long tradition of describing the scale-invariant features of fluid flow, providing key qualitative insight in fluid mechanics. For example, the so-called Reynolds ...

In his later years, Einstein had become increasingly isolated from the physics community, refusing to embrace the strange but powerful theory of quantum mechanics—with its ... a fourth dimension into ...

The course gives an introduction to fluid mechanics i.e. the mathematical description of the motion of liquids and gases (fluids). The course gives a continuum description of fluids, which is based on ...

The problem is formulated in terms of a generalized Bernoulli equation for a velocity potential ... the initial stand-off distances and on the fluid parameters. Viscoelastic effects are shown to be ...

It is widely used to analyze models from solid mechanics, fluid dynamics and electromagnetics. Due to its flexible Python interface new physical equations and solution algorithms can be implemented ...

The Timoshenko-Ehrenfest Beam and Uflyand-Mindlin Plate Theories are the key reference works in the study of stocky beams and thick plates that should be given their due and remain important for ...

In this paper, the bound-state solution of the modified radial Schrödinger equation is obtained for the Manning–Rosen plus Hulthén potential by using new developed scheme to overcome the centrifugal ...