Ví dụ về việc sử dụng Wave equation trong Tiếng anh và bản dịch của chúng sang Tiếng việt
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D'Alembert's method for the wave equation is named after him.
The wave equation can be modified to deal with more complex, messy phenomena, such as earthquakes.
Above the name plate Schrödinger's quantum mechanical wave equation is inscribed.
Spin is embodied in the wave equation for the electron formulated by P.A.M. Dirac.
Applying vector identities andmaking certain approximations gives the seismic wave equation in homogeneous media.
In 1928, Dirac wrote down a wave equation that described relativistic electrons-- the Dirac equation.
Helmholtz had predicted E-M radiation from Maxwell's equations, and the wave equation now carries his name.
Which is simply the wave equation applied to the curl of u with a velocity β{\displaystyle\beta} satisfying.
But, probably-- one of my students, Ariel[unclear], said,"Could we measure thespeed of light using the wave equation?".
The concept of spin is embodied in the wave equation for the electron formulated by P.A.M. Dirac.
Which is a wave equation for the four-potential, the QED version of the classical Maxwellequations in the Lorenz gauge.
PhET allows you to pause it in the middle and see what the wave equation is at this point or see the velocity at the peak of the ball's motion.
This is the wave equation, and it states that the acceleration of any small segment of the string is proportional to the tension acting on it.
MATLAB icons and symbols, which are identical to the company logo,are derived from the wave equation, the L-shaped membrane and the special functions.
Sophisticated versions of the wave equation let seismologists detect what is happening hundreds of miles beneath our feet.
It comes with MATLAB icons and symbols,which are identical to the company's logo, from the wave equation, the L-shaped membrane and special functions.
Some situations, such as nonlinear elastic behavior that doesn't obey Hooke's Law, would not fit this situation,because it has a nonlinear wave equation.
In the case of antisymmetry, solutions of the wave equation for interacting electrons result in a zero probability that each pair will occupy the same location or state.
For photons, this corresponds to the interference of a Maxwell light wave whereas, for material particles,this corresponds to the interference of the Schrödinger wave equation.
Ever since Erwin Schrödinger in 1925 discovered the nonrelativistic wave equation for the electron wave mechanics has been a valuable tool for the natural sciences.
The solution of the Schrödinger equation( wave equation) for the hydrogen atom uses the fact that the Coulomb potential produced by the nucleus is isotropic(it is radially symmetric in space and only depends on the distance to the nucleus).
De Broglie's prediction of a wave nature forelectrons led Erwin Schrödinger to postulate a wave equation for electrons moving under the influence of the nucleus in the atom.
Specifically, Walter Heitler determined how to useSchrödinger's wave equation(1926) to show how two hydrogen atom wavefunctions join together, with plus, minus, and exchange terms, to form a covalent bond.
By performing a few simple manipulations on his equations, he succeeded in deriving the wave equation and deduced that light must be an electromagnetic wave. .
Rather than yielding a solution that determined the location of an electron over time, this wave equation also could be used to predict the probability of finding an electron near a position, especially a position near where the electron was bound in space, for which the electron wave equations did not change in time.
For physicists this idea was important because it means that not only can any particle exhibit wave characteristics,but that one can use wave equations to describe phenomena in matter if one uses the de Broglie wavelength.
Examples for the exactly solvable problems to start with: linear equations, including linear equations of motion(harmonic oscillator,linear wave equation), statistical or quantum-mechanical systems of non-interacting particles(or in general, Hamiltonians or free energies containing only terms quadratic in all degrees of freedom).
Examples for the"mathematical description" are: an algebraic equation,[4] a differential equation(e.g.,the equations of motion[5] or a wave equation), a free energy(in statistical mechanics), radiative transfer,[6] a Hamiltonian operator(in quantum mechanics).