A BOHR`S SEMICLASSICAL MODEL OF THE BLACK HOLE
... of the surface area. We shall use an original, simple and intuitively (quasiclassical) transparent condition. We demand that circumference of a great circle at black hole horizon contains integer (statistically averaged) number of corresponding reduced Comptons wavelength. It is essentially analogou ...
... of the surface area. We shall use an original, simple and intuitively (quasiclassical) transparent condition. We demand that circumference of a great circle at black hole horizon contains integer (statistically averaged) number of corresponding reduced Comptons wavelength. It is essentially analogou ...
Quantum Theory Looks at Time Travel
... than the original beam! Similarly, in order to have ¯ψ03 ¯ = |ψ|, then ψ2 must have a very large amplitude. Thus we see that there is a large current flowing around the system, between ψ2 and ψ4 . But does this not violate unitarity? The answer is that if they were both running forward in time, it w ...
... than the original beam! Similarly, in order to have ¯ψ03 ¯ = |ψ|, then ψ2 must have a very large amplitude. Thus we see that there is a large current flowing around the system, between ψ2 and ψ4 . But does this not violate unitarity? The answer is that if they were both running forward in time, it w ...
Gravitational Repulsion within a Black-Hole
... an invariant parameter τ of evolution of the system; wave functions, as covariant functions of space and the Einstein time t form a Hilbert space (over R4 ) for each value of τ . Thus, there are two types of time, one transforming covariantly, and the second, a parameter of evolution [1]. J. A. Whee ...
... an invariant parameter τ of evolution of the system; wave functions, as covariant functions of space and the Einstein time t form a Hilbert space (over R4 ) for each value of τ . Thus, there are two types of time, one transforming covariantly, and the second, a parameter of evolution [1]. J. A. Whee ...
Quantum optimal control theory applied to transitions in
... technique to construct optimal laser pulses. The yield of the reaction product is monitored, and the pulse is adjusted and shaped to maximize the yield. The present work has its focus on the related theoretical methods, in particular, optimal control theory applied to quantum systems. The present wo ...
... technique to construct optimal laser pulses. The yield of the reaction product is monitored, and the pulse is adjusted and shaped to maximize the yield. The present work has its focus on the related theoretical methods, in particular, optimal control theory applied to quantum systems. The present wo ...
Fock Spaces - Institut Camille Jordan
... This solution, as well as the ones for more (even infinite) degrees of freedom, is realized through a particular family of spaces: the symmetric Fock spaces. In the case of the anticommutation relations, one does not need to rewrite them, for b(x) and b∗ (x) are always bounded operators (as we shall ...
... This solution, as well as the ones for more (even infinite) degrees of freedom, is realized through a particular family of spaces: the symmetric Fock spaces. In the case of the anticommutation relations, one does not need to rewrite them, for b(x) and b∗ (x) are always bounded operators (as we shall ...
Chapter 6 Electronic Structure of Atoms
... • A consequence of describing electrons as waveforms is that it is mathematically impossible to simultaneously derive the position and momentum (mν) of an electron. • The Heisenberg Uncertainty Principle: ...
... • A consequence of describing electrons as waveforms is that it is mathematically impossible to simultaneously derive the position and momentum (mν) of an electron. • The Heisenberg Uncertainty Principle: ...
Ordinal Explanation of the Periodic System of Chemical Elements
... atom of H, with one electron. Therefore, usually, we use the known H solution to make predictions about more complicated atoms. Simplied quantum explanation only works for 18 rst elements. In H, possible states of an electron can be characterized by four numbers called quantum numbers: the princip ...
... atom of H, with one electron. Therefore, usually, we use the known H solution to make predictions about more complicated atoms. Simplied quantum explanation only works for 18 rst elements. In H, possible states of an electron can be characterized by four numbers called quantum numbers: the princip ...
Chapter 3 Magnetism of the Electron
... Magnetic moment of the electron m (in units of Bohr magnetons) associated with the angular momentum (in units of !) can be represented by similar matrices, with g factors of 1 or 2 for orbital or spin moments. The matrix elements of the operators for m and l or s are propoertional. ...
... Magnetic moment of the electron m (in units of Bohr magnetons) associated with the angular momentum (in units of !) can be represented by similar matrices, with g factors of 1 or 2 for orbital or spin moments. The matrix elements of the operators for m and l or s are propoertional. ...
A Primer on Quantum Mechanics and Orbitals
... Because of the particularly simple form of the particle on a ring, the expression for angular momentum is also particularly simple. The vectors r and p intersect at an angle of 90 so because Sin(90)=1 the definition for angular momentum in the 2D rigid rotor leads to Lz=pr. So, where does the q ...
... Because of the particularly simple form of the particle on a ring, the expression for angular momentum is also particularly simple. The vectors r and p intersect at an angle of 90 so because Sin(90)=1 the definition for angular momentum in the 2D rigid rotor leads to Lz=pr. So, where does the q ...
University of Birmingham A New Optical Gain Model for Quantum
... is commonly used to model the symmetric frequencydependent gain curve [2]. The TLM model of this passive filter is shown in Fig.1(b) which consists of link and stub lines. In the TLM method the process of optical wave propagation is described through the connecting and scattering matrices [20]. Howe ...
... is commonly used to model the symmetric frequencydependent gain curve [2]. The TLM model of this passive filter is shown in Fig.1(b) which consists of link and stub lines. In the TLM method the process of optical wave propagation is described through the connecting and scattering matrices [20]. Howe ...
Quantum dots coordinated with conjugated organic ligands: new
... attractive for probing dynamics in biological systems at the single molecule level [20–23]. One of the keys to the successful use of quantum dots in any application is the ability to tailor their surface with ligands. The ligands bound to the surface of quantum dots largely dictate solution properti ...
... attractive for probing dynamics in biological systems at the single molecule level [20–23]. One of the keys to the successful use of quantum dots in any application is the ability to tailor their surface with ligands. The ligands bound to the surface of quantum dots largely dictate solution properti ...
Lecture notes in Solid State 3 Eytan Grosfeld Introduction to Localization
... where the sign is chosen by realizing that the interference leads to an increased probability for scattering and therefore reduces the conductivity. The two limits of integrations are taken at the time scales where the picture described above breaks. The lower limit is chosen as for t < τ we cannot ...
... where the sign is chosen by realizing that the interference leads to an increased probability for scattering and therefore reduces the conductivity. The two limits of integrations are taken at the time scales where the picture described above breaks. The lower limit is chosen as for t < τ we cannot ...
Group-Symmetries and Quarks - USC Department of Physics
... • The excited states of mesons correspond to the observed meson states • Parity of Meson, P = -(-1)L • The particle-antiparticle conjugation operator C is given by, C = -(-1)S+1(-1)L = (-1)L+S • In each nonet of the meson, there are two isospin doublets ...
... • The excited states of mesons correspond to the observed meson states • Parity of Meson, P = -(-1)L • The particle-antiparticle conjugation operator C is given by, C = -(-1)S+1(-1)L = (-1)L+S • In each nonet of the meson, there are two isospin doublets ...
A note on the realignment criterion
... functions. The results are applied to find explicit formulas for B̃` (m, n), for all n ≥ m, except m3 − m/2 < n < m3 and B` (n, n). This provides a partial answer to the open problem (P1). Furthermore, we show that B̃` (n, n) = B` (n, n) for all n so that one cannot use B̃` (m, n) to differentiate s ...
... functions. The results are applied to find explicit formulas for B̃` (m, n), for all n ≥ m, except m3 − m/2 < n < m3 and B` (n, n). This provides a partial answer to the open problem (P1). Furthermore, we show that B̃` (n, n) = B` (n, n) for all n so that one cannot use B̃` (m, n) to differentiate s ...
Homework No. 09 (Spring 2016) PHYS 530A: Quantum Mechanics II
... 4. (20 points.) Construct the total angular momentum state |3, 3i for the composite system built out of two angular momenta j1 = 3, j2 = 1. 5. (20 points.) (Schwinger’s QM book, Prob. 3-4a.) Iso(topic) spin T : The nucleon is a particle of isospin T = 12 ; the state with T3 = 21 is the proton (p), t ...
... 4. (20 points.) Construct the total angular momentum state |3, 3i for the composite system built out of two angular momenta j1 = 3, j2 = 1. 5. (20 points.) (Schwinger’s QM book, Prob. 3-4a.) Iso(topic) spin T : The nucleon is a particle of isospin T = 12 ; the state with T3 = 21 is the proton (p), t ...