Mat Lab Programmes Models for Irregular Areas within Applications In Calculus, Physics & Engineering

Abstract

The aim of this paper is to introduce well constructed as well as relevantly simplified models of Mat lab programmes for irregular areas  within applications in calculus, physics & engineering, also it will pay attention to the informative aspects related with programmes construction besides the mathematical concepts which may appear as theoretical viewpoints, computational outputs or appropriate clarifications. Moreover, it includes a verification via the stronger form of Fubini's Theorem & Mat lab models once in a while, also it offers a new of its kind models for Fresnels Integrals as well as Euler Spiral, the author would like to confirm that his models - in their own selves and not in comparison within others - have no precedence across the subject literatures.

Keywords : Mat Lab models, dual area, Multi-area, Fresnels, Fresnelc, Euler's Spiral, Fubini's theorem