Numerical Results for a Diffraction Problem

Abstract

In this paper, we are interested in a diffraction problem. We recall some basic principles for this purpose and then we gives some numeric results by using the Simpson's method.

Authors and Affiliations

Hassan TAHA

Keywords

Related Articles

Uniform Flow and a Region near The Stagnation Point: The Vorticity Equation and its Balance

A local description for the uniform flow past the leading surface of a bluff body such as a cylinder is to consider the region near the stagnation point. The body surface is assumed to be flat, locally and corresponds to...

A Mathematical Approach to Aspects of Linear Energy Transfer (LET), Micro-and Nano-dosimetry in Radiation Therapy with Photons and Protons

The radiation effects induced by Co60 serve as a reference system for the consideration of LET and RBE (relative biological activity) in normal and tumor tissue dose-effect relations are usually handled by the linear-qua...

Suction Boundary Layer to Reduce Drag on an Airfoil: Using the Velocity Profile & Vorticity Distribution Balance

A method to reduce drag on an airfoil is the so-called suction boundary layer. This helps stabilize the flow and prevent transition to turbulence. The flow over the infinite flat plate consists of a suction velocity thro...

Eco-Friendly Mordants for Natural Dyes (Part 1)

Natural dyes are non-substantive, but required to be used in conjunction with mordants. Most of these mordants are generally not environmentally acceptable (i.e. K2Cr2O7 and CuSO4). This study deals with decreasing the m...

On the Products of k-Fibonacci Numbers and k-Lucas Numbers

In this paper, we study the relation between the product of two k–Fibonacci numbers, the product of two k–Lucas numbers, and the product of a k-Fibonacci number by a k–Lucas number. As a main result, we look for the form...

Download PDF file
  • EP ID EP498440
  • DOI -
  • Views 73
  • Downloads 0

How To Cite

Hassan TAHA (2018). Numerical Results for a Diffraction Problem. International Journal of Innovation in Science and Mathematics, 6(2), 57-60. https://europub.co.uk/articles/-A-498440