Numerical Results for a Diffraction Problem
Journal Title: International Journal of Innovation in Science and Mathematics - Year 2018, Vol 6, Issue 2
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
- EP ID EP498440
- DOI -
- Views 64
- Downloads 0
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...
Roman Fibonomial Numbers
In the beginning of 20thcentury, the generalization of binomial coefficient had been proposed by substituting arbitrary sequence in place of natural numbers. Using this, the Fibonomial coefficien...
Reduced Euler Equations in Turbulent Incompressible Flows where Pressure Has Isotropy Assumption
We look at reduced Euler Equations in turbulent incompressible flows where pressure has isotropy assumption where we find that vorticity is relative to principle axes. We solve and find how vorticity gives an energy spec...
General & Traveling Wave Solutions of Non-Linear Schrodinger (NLS) PDEs
Nonlinear (non-linear) Schrodinger (NLS) PDEs are very important in applications including wave guidance, optics, quantum mechanics, and more found in physics, electrical engineering, and industrial applied mathematics....
Several Treasures of the Queen of Sciences
The Fermat’s Last Theorem (FLT). TheGuła’s Theorem. The Goldbach’s Theorem. The Conclusions. Supplement—two short proofs: of FLT for n=4 and of the Diophantine Inequalities.