Examples of using The wavefunction in English and their translations into Indonesian
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For his statistical interpretation of the wavefunction.
Born realized that the wavefunction was intimately connected to probability.
All information about the system is contained in the wavefunction.
This information is extracted from the wavefunction through the use of mathematical operators.
Another example is Schrödinger'sequation of quantum mechanics which is linear in the wavefunction.
After we perform the measurement, obtaining some result x, the wavefunction collapses into a position eigenstate centered at x.
Another example is Schr�dinger'sequation of quantum mechanics which is linear in the wavefunction.
Awarded for his fundamental research in quantum mechanics,especially for his statistical interpretation of the wavefunction.
After the measurement is performed,having obtained some result x, the wavefunction collapses into a position eigenstate centered at x.
Another example is Schrodinger's equation of quantummechanics where the equation is linear in the wavefunction.
The wavefunction of the Schrödinger equation reduces to three equations that when solved, lead to the first three quantum numbers.
For his fundamental research in quantum mechanics,especially for his statistical interpretation of the wavefunction" Germany.
The wavefunctions from this theory did not satisfy the Pauli exclusion principle for which Slater showed that determinantal functions are required.
Einstein could notaccept an interpretation in which the principal object of the representation- the wavefunction- is not"real.".
Mathematical manipulations of the wavefunction usually involve bra--ket notation which requires an understanding of complex numbers and linear functionals.
Max Born(United Kingdom) Awardedfor his fundamental research in quantum mechanics, especially for his statistical interpretation of the wavefunction.
The wavefunction of[clarification needed] the Schrödinger wave equation reduces to the three equations that when solved lead to the first three quantum numbers.
Is the reduced Planck's constant, L2 is the orbital angular momentum operator and Ψ{\displaystyle\Psi}is the wavefunction of the electron.
A mathematical function, the wavefunction, provides information about the probability amplitude of position, momentum, and other physical properties of a particle.
In this way, the two observers simultaneously have different accounts of the situation:To the cat, the wavefunction of the apparatus has appeared to"collapse";
Their broadly antirealist'Copenhagen interpretation'- denying that the wavefunction represents the real physical state of a quantum system- quickly became the dominant way of thinking about quantum mechanics.
In the 1920s, physicists explained away this weirdness by postulating that the wavefunction‘collapsed' into some random but definite classical outcome whenever someone made an observation.
The energy associated with a particular wavefunction, perhaps the most important information contained in a wavefunction, can be extracted by solving the Schrödinger equation(above, Ψ is the wavefunction, E is the energy, and Ĥ is the Hamiltonian operator) in which an appropriate Hamiltonian operator is applied.
More recent variations of such antirealist interpretations suggest that the wavefunction is simply a way of‘coding' our experience, or our subjective beliefs derived from our experience of the physics, allowing us to use what we have learned in the past to predict the future.
After the development of quantum mechanics,it was discovered that tunneling of the wavefunctions of the protons through the repulsive barrier allows for fusion at a lower temperature than the classical prediction.
In this way, the two observers simultaneously have different accounts of the situation:To the cat, the wavefunction of the apparatus has appeared to"collapse"; to the experimenter, the contents of the box appear to be in superposition.