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  • What is meant by Quantization of charge? - Toppr
    Quantization of charge implies that charge can assume only certain discrete values That is to say the observed value of electric charge (q) of a particle will be integral multiples of (e) 1 6 × 10 − 19 coulombs i e q = n e where n = 0, 1, 2, (both positive and negative integers) The charge cannot assume any value between the integers
  • What is quantization of energy? - Toppr
    The quantization of energy refers to the fact that at subatomic levels, energy is best thought of as occurring in discreet "packets" called photons Like paper money, photons come in different denominations You can, for example, purchase items with a one dollar bill or a five dollar bill, but there are no three dollar bills
  • soft question - What is Quantization ? - MathOverflow
    Then quantization is the process of reversing the above quotient In particular, lots of spaces that we care about come with canonical Poisson structures In particular, lots of spaces that we care about come with canonical Poisson structures
  • What do you mean by quantization of electronic energy and . . . - Toppr
    Quantization of angular momentum means that the radius of the orbit and the energy will be quantized as well Bohr assumed that the discrete lines seen in the spectrum of the hydrogen atom were due to transitions of an electron from one allowed orbit energy to ano
  • What does quantization is not a functor really mean?
    Here is one precise statement of how quantization is not a functor: 5) There is no functor from the classical category $\mathcal C$ of Poisson manifolds and Poisson maps to the quantum category $\mathcal Q$ of Hilbert spaces and unitary operators that is consistent with the cotangent bundle $\frac12$-density relation (explained below)
  • (a) Explain the meaning of the statement electric charge of a . . . - Toppr
    (a) Electric charge of a body is quantized This means that only integral (1, 2, … , n) number of electrons can be transferred from one body to the other
  • State Bohrs quantization condition for defining stationary orbits. - Toppr
    (i) State bohr's quantization condition for defining stationary orbits How does de broglie hypothesis explain the stationary orbits? (ii) Find the relation between the three wavelengths λ 1, λ 2 and λ 3 from the energy level diagram shown below
  • The key feature Of Bohrs theory Of spectrum Of hydrogen atom . . . - Toppr
    We will extend this to a general rotational motion to find quantized rotational energy Of a diatomic molecule assuming it to be rigid The rule to be applied is Bohr's quantization condition A diatomic molecule has moment Of inertia I By Bohr's quantization condition its rotational energy in the nth level (n=0 is not allowed) is h 2 (n 2) (8
  • Quantization and noncommutative deformations - MathOverflow
    Hello, I would like to introduce myself to the theory of quantization and noncommutative deformations of Riemann Poisson structures In fact, I am familiar with Riemannian and Poisson geometry, but I
  • qa. quantum algebra - Why hasnt anyone proved that the two standard . . .
    The two standard approaches to the quantization of Chern-Simons theory are geometric quantization of character varieties, and quantum groups plus skein theory These two approaches were both first published in 1991 (the geometric quantization picture here and the skein theoretic approach here ), and despite a tremendous amount of development since then, it is still not known whether they are equivalent!





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