The Malkus–Lorenz water wheel is analyzed in a more direct way. Two new dimensionless parameters associated with properties of the water wheel are used in place of the ...

A previous proof of non-existence of tokamak equilibria with purely poloidal flow within macroscopic theory (Throumoulopoulos et al 2006 Phys. Plasmas 13 122501) motivated ...

The forced duffing oscillator exhibits various nonlinear dynamics behaviors ranging from limit cycle to chaos. When the periodic force driving the system is large, we get ...

This manuscript investigates the new acoustic wave behaviors of the Davey–Stewartson equation with power-law nonlinearity with the help of sine-Gordon expansion method. ...

In the present notebook, we compute the vapour mole fraction of Decane in Nitrogen at T=50°C and for different pressures. This problem was presented in the excellent book by ...

In this interactive session aimed at (but not exclusive to) intermediate users of the Wolfram Language, learn to tweak your code to prevent high memory use and maximise your ...

A polymer network consists of linear chains. Each chain is an alternant sequence of flexible and stiff parts. The stiff parts of all the networked chains interact via nematic ...

Mathematical modeling of biological processes is a useful tool to draw conclusions that are contained in the data, but not directly reachable, as well as to make predictions ...

For students as well as experienced practitioners who would like to explore quantum physics using Mathematica. Divided into two parts: Systems in One Dimension and Quantum ...

The present notebook show how one can control the chaotic behaviour of a non-isothermal chemical system.