Examples of using Is quantized in English and their translations into Turkish
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Space is quantized.
Light is made up of particles called photons and hence inherently is quantized.
Time is quantized.
Einstein resolved this problem in 1906 by proposing that atomic motion is quantized.
Energy is quantized.
The basic idea of the old quantumtheory is that the motion in an atomic system is quantized, or discrete.
When such a theory is quantized, the quanta of the gauge fields are called gauge bosons.
James Franck and Gustav Hertz's electron collision experimentshows that energy absorption by mercury atoms is quantized.
The vortex strength is quantized, that is, a superfluid can only spin at certain"allowed" values.
Einstein later proposed that electromagnetic radiation itself is quantized, not the energy of radiating atoms.
However, if one deals with the superconducting loop or a hole in a bulk superconductor,it turns out that the magnetic flux threading such a hole/loop is quantized. .
In 1898, Max Planck discovered that action is quantized, and published the result in a paper presented to the Prussian Academy of Sciences in May 1899.
It was Einstein wholater proposed that it is the electromagnetic radiation itself that is quantized, and not the energy of radiating atoms.
It follows that the energy is quantized according to the Planck rule: E n ℏ ω,{\displaystyle E=n\hbar\omega,\,} a result which was known well before, and used to formulate the old quantum condition.
The Stern-Gerlach experiment was meant to test the Bohr-Sommerfeld hypothesis that thedirection of the angular momentum of a silver atom is quantized.
In quantum electrodynamics the electromagnetic field is quantized and, like the harmonic oscillator in quantum mechanics, its lowest state is not zero.
It is known that, theoretically, quantum angular momentum of any kindhas a discrete spectrum, which is sometimes briefly expressed as"angular momentum is quantized.
In modern quantum mechanics, the angular momentum is quantized the same way, but the discrete states of definite angular momentum in any one orientation are quantum superpositions of the states in other orientations, so that the process of quantization does not pick out a preferred axis.
The energy levels of the system are E ℏ ω.{\displaystyle E=\hbar\omega\left.} n i 0, 1, 2,…( the energy level in dimension i).{\displaystyle n_{i}=0,1,2,\dots\quad({\text{the energy level in dimension}}i).} As in the one-dimensional case,the energy is quantized.
In 1900, the German physicist MaxPlanck reluctantly introduced the idea that energy is quantized in order to derive a formula for the observed frequency dependence of the energy emitted by a black body, called Planck's law, that included a Boltzmann distribution applicable in the classical limit.
Angular momentum is always split into orbital L, spin S and total J: J L+ S.{\displaystyle{\mathbf{J}}={\mathbf{L}}+{\mathbf{S}}.} Given that in quantum mechanics,angular momentum is quantized and there is an uncertainty relation for the components of each vector, the representation turns out to be quite simple although the background mathematics is quite complex.
These rotations and vibrations are quantized; there are discrete energy levels.
Gauge theories may be quantized by specialization of methods which are applicable to any quantum field theory.
This means that if even a single magnetic monopole existed in the universe, and the formof Maxwell's equations is valid, all electric charges would then be quantized.
In this paper, Dirac showed that if any magnetic monopoles exist in the universe,then all electric charge in the universe must be quantized Dirac quantization condition.
First, the energies are quantized, meaning that only discrete energy values(integer-plus-half multiples of)are possible; this is a general feature of quantum-mechanical systems when a particle is confined.
The hypothetical existence of a magnetic monopolewould imply that the electric charge must be quantized in certain units; also, the existence of the electric charges implies that the magnetic charges of the hypothetical magnetic monopoles, if they exist, must be quantized in units inversely proportional to the elementary electric charge.
The energy spectrum of a system with suchdiscrete energy levels is said to be quantized.
Some fundamental assumptions of the Bohr model were soon proven wrong-but the key result that the discrete lines in emission spectraare due to some property of the electrons in atoms being quantized is correct.
What are the units in which magnetic charge would be quantized? .