Examples of 'wave equations' in a sentence
Meaning of "wave equations"
Wave equations: Mathematical equations that describe the behavior and properties of waves in physics and engineering
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- plural of wave equation
How to use "wave equations" in a sentence
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wave equations
Romana has solved the wave equations.
One of these new wave equations is proposed for neutrinos.
Solutions to the heat and wave equations.
Mathematical aspects of wave equations are discussed on the Dispersive PDE Wiki.
This allows them to derive relativistic wave equations.
And the corresponding wave equations can be obtained,.
This solution is the linearly polarized solution of the wave equations.
Relativistic wave equations.
Electromagnetic and seismic waves obey similar basic wave equations.
Optimal feedback control for undamped wave equations by solving a HJB equation.
The standard computational approach is numerical continuation of the travelling wave equations.
Later, other relativistic wave equations were found.
Bony applied his theory to the propagation of singularities in solutions of semilinear wave equations.
The two-dimensional and three-dimensional wave equations also fall into the category of hyperbolic PDE.
His earliest contributions were on the topic of conservation laws for nonlinear wave equations.
See also
We consider these wave equations for the case in which?? 1.
Blow-up of the critical norm for supercritical wave equations.
In this work, we presents solutions for the wave equations in curved space-time.
He has applied it to other field theories such as electromagnetism and second-order wave equations.
We use general relativity principles to formulate quantum wave equations for bosons and fermions.
The equations used are the Saint-Venant equations or the associated dynamic wave equations.
These . are Maxwell 's wave equations.
This theorem is then applied on two semi-linear and highly oscillatory wave equations.
Taking these conditions into account, two normal threedimensional wave equations are obtained ; d û, ι.
Schrödinger won the Nobel Prize in 1933 for something called the Schrödinger wave equations.
The last two terms are unique to 4-derivative wave equations.
The equations governing the quantum fields are in fact PDEs specifically, relativistic wave equations RWEs.
Two-dimensional flow analysis using the full St. Venant or diffusion wave equations in 2D ;.
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