Article - HAL
... this is the result of Coulomb interaction between electrons, which becomes spindependent because of the requirement that the wavefunction of a pair of electrons be anti-symmetric with respect to the interchange of electron coordinates and spins. If the electron spins are parallel, the coordinate par ...
... this is the result of Coulomb interaction between electrons, which becomes spindependent because of the requirement that the wavefunction of a pair of electrons be anti-symmetric with respect to the interchange of electron coordinates and spins. If the electron spins are parallel, the coordinate par ...
PEPS, matrix product operators and the Bethe ansatz
... – Gauge transformation of MPS/MPO leave it invariant! ...
... – Gauge transformation of MPS/MPO leave it invariant! ...
Quantum Criticality: competing ground states in low
... to a simple two-particle system like the hydrogen atom. However, among its most important applications has been the description of ∼ 1023 particles found in macroscopic matter. The earliest example of this was the Sommerfeld-Bloch theory of electronic motion in metals, and its refined formulation in ...
... to a simple two-particle system like the hydrogen atom. However, among its most important applications has been the description of ∼ 1023 particles found in macroscopic matter. The earliest example of this was the Sommerfeld-Bloch theory of electronic motion in metals, and its refined formulation in ...
Linear Air Resistance
... This is unfortunate, since the linear drag force is much easier to solve mathematically, and we will start with linear case because it is easier, and it allows us to introduce some useful mathematics. There is a branch of physics called Fluid Mechanics that makes use of a dimensionless number ca ...
... This is unfortunate, since the linear drag force is much easier to solve mathematically, and we will start with linear case because it is easier, and it allows us to introduce some useful mathematics. There is a branch of physics called Fluid Mechanics that makes use of a dimensionless number ca ...
Quantum Theory
... in the measurement of a particle’s position and the uncertainty in the measurement of its momentum. Heisenberg said that the uncertainty in position (represented by Δx) times the uncertainty in momentum (represented by Δp;) must be greater than a constant number equal to Planck’s constant (h) divide ...
... in the measurement of a particle’s position and the uncertainty in the measurement of its momentum. Heisenberg said that the uncertainty in position (represented by Δx) times the uncertainty in momentum (represented by Δp;) must be greater than a constant number equal to Planck’s constant (h) divide ...
1.3 Compton Effect - IndiaStudyChannel.com
... radiation while the other having the wavelength greater (or lower frequency) than that of incident radiations. This effect is known as Compton Effect. Quantum Explanation: The explanation was given by Compton which was based on quantum theory of light. According to quantum theory when photon of ener ...
... radiation while the other having the wavelength greater (or lower frequency) than that of incident radiations. This effect is known as Compton Effect. Quantum Explanation: The explanation was given by Compton which was based on quantum theory of light. According to quantum theory when photon of ener ...
The Rotational Hamiltonian
... • Electromagnetic radiation can interact with a molecule to change the rotational state. • Typical rotational transitions occur in the microwave region of the electromagnetic spectrum. • There is a selection rule that states that the quantum number can change only by + or - 1 for an allowed rotation ...
... • Electromagnetic radiation can interact with a molecule to change the rotational state. • Typical rotational transitions occur in the microwave region of the electromagnetic spectrum. • There is a selection rule that states that the quantum number can change only by + or - 1 for an allowed rotation ...
FOC-lecture3
... cross sectional plane, after one complete rotation we reach to the same location. i.e. the function is periodic in over 2 . In direction, the function is a harmonic function that is, e j where is an integer. This functional form represents a field which will repeat itself after one rot ...
... cross sectional plane, after one complete rotation we reach to the same location. i.e. the function is periodic in over 2 . In direction, the function is a harmonic function that is, e j where is an integer. This functional form represents a field which will repeat itself after one rot ...
