Since fractional analysis has attracted considerable interest by virtue of their ability to
 model complex phenomena, it is crucial to investigate properties derivatives. In
 this research, accordingly, we first give the extension Flett’s theorem and Sahoo Riedel
 conformable derivative as a variety mean value theorem.

We investigate the fractional heat equation with translation in both time and position different orders. As examples, we consider a rod an α -disk initial constant temperature discuss their cooling processes examined formalism.

This study presents a modified simplest equation method (MSEM) to investigate some real and exact solutions of conformable time fractional Benjamin-Bona-Mahony (BBM) Chan-Hilliard (CH) equation. We use traveling wave transformation obtain the results in form series solution. Some calculations are performed through Mathematica software analyze accuracy this approach. Graphical representations re...

In search of the exact solutions nonlinear partial differential equations in solitons form has become most popular to understand internal features physical phenomena. this paper, we discovered various type for conformable space-time Schrodinger equation (CSTNLSE) with Kerr law nonlinearity. To seek such solutions, applied two proposed methods which are Sardar-subequation method and new extended...

A conformable phased array device is being developed that allows reliable ultrasonic inspection of components with irregular surfaces. The device uses a standard linear phased array transducer, which is coupled to the surface under test by a water path, encapsulated by a low loss, synthetic rubber membrane. A comparison of results obtained using conventional ultrasonic techniques and the confor...

In this paper, an impulsive conformable fractional Lotka–Volterra model with dispersion is introduced. Since the concept of derivatives avoids some limitations classical fractional-order derivatives, it more suitable for applied problems. The control approach which common population dynamics’ models and fixed moments perturbations are considered. combined practical stability respect to manifold...