Examples of using Wave function in English and their translations into Danish
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Where ψ is the wave function for the system.
We just need something to collapse the wave function.
Who knows the electron wave functions… for Kryptonian convalent bonding?
One branch of the quantum mechanical wave function.
The wave function for a system is found as a solution to its Schroedinger equation.
Who knows the electron wave functions.
The wave function is such that its squared magnitude is equal to the probability density for the system.
And Reality, I mean reality is just a wave function.
It is generally accepted that the squared value of the wave function solution to the Schroedinger equation for a system is a probability density function. .
Where E is the energy of the system andψ is called the wave function.
He was the first to analyze andmake explicit use of wave functions, now widely known as the Jost functions. .
A quantum mechanical system is characterized by a complex function defined over space called its wave function.
Send or receive electromagnetic(EM) wave function of the antenna.
Soon after he received his greatest honour when he was awarded the 1954 Nobel Prize for his statistical studies of wave functions.
If ever the two crystals should meet, their wave functions would collapse like Raymond Burr's trampoline, once again rendering all dark matter inert and useless as fuel.
For Kryptonian covalent bonding? Who knows the electron wave functions.
Their wave functions would collapse If ever the two crystals should meet, like Raymond Burr's trampoline, once again rendering all dark matter inert and useless as fuel.
Neils Bohr andhis group in Copenhagen concurred and the notion that the wave function represents the intrinsic indeterminancy of the particle of the system came to be known as the Copenhagen Interpretation.
However Niels Bohr gave a lecture course in Cambridge in 1921 and Hartree was much influenced,working on applications of numerical methods for integrating differential equations to calculate atomic wave functions.
The Copenhagen Interpretation of the Wave Function for Schrödinger's Equation Is Not Valid;Instead the Wave Function is Related to the Time Spent by the System in its Allowable States.
When Erwin Schrödinger revolutionized quantum theory with the brilliant notion that quantization was a matter of discrete eigenvalues of differential equations rather than integral numbers per se he left the wave function variable of his equations unspecified.
What will be shown here is that the wave function relates not to any intrinsic indeterminancy of the particles but instead to the proportion of the time the system spends in its allowable states.
Max Born suggested that its squared magnitude represented probability density of finding the particle near a particular location. Neils Bohr andhis group in Copenhagen concurred and the notion that the wave function represents the intrinsic indeterminancy of the particle of the system came to be known as the Copenhagen Interpretation.
The wave function ψ(X) is a complex-valued function of the point in space X. The magnitude squared of the wave function_ψ(X)_2 is the probability density for the electron at point X. A wave function can be multiplied by a function of the form exp(-iφ) without affecting the magnitude and thus without affecting the probabilities of the electron being found in any region of space.
This webpage presents an argument that the Copenhagen Interpretation is a misinterpretation of the nature of the wave function in the Schroedinger's equation for a physical system and hence a misinterpretation of the nature of quantum reality.
Paul A.M. Dirac proved in 1931 that in such arrangement there would be a phase shift for the wave function of the electron based not upon the level of the magnet field for the region through which it passes but upon the level of the vector potential function. .
For Einstein argued that there should exist something like a real world,not necessarily represented by a wave function, whereas Bohr stressed that the wave function doesn't describe a"real" microworld but only"knowledge" that is useful for making predictions.