Matrix Mechanics and Wave Mechanics - Philsci
... observed phenomena, such as the occurrence of spectral lines of different intensities, and attempted to reduce them to essentially corpuscular properties. Schrödinger perceived the field-like continuity of some key micro-physical phenomena (e.g., those related to the double-slit experiments), as the ...
... observed phenomena, such as the occurrence of spectral lines of different intensities, and attempted to reduce them to essentially corpuscular properties. Schrödinger perceived the field-like continuity of some key micro-physical phenomena (e.g., those related to the double-slit experiments), as the ...
referring
... as used in the Kramers–Heisenberg theory of dispersion.41,42 It took Born only a few days to show that Heisenberg’s quantum condition, Eq. 共16兲, was the diagonal matrix element of Eq. 共11兲, and to guess43 that the off-diagonal elements of x̂p̂⫺p̂x̂ were zero, a result that was shown to be compatible ...
... as used in the Kramers–Heisenberg theory of dispersion.41,42 It took Born only a few days to show that Heisenberg’s quantum condition, Eq. 共16兲, was the diagonal matrix element of Eq. 共11兲, and to guess43 that the off-diagonal elements of x̂p̂⫺p̂x̂ were zero, a result that was shown to be compatible ...
Simultaneous Measurement
... Non-linear effects do, however, enter into the description of C AB [p1 ρ1 + p2 ρ2 ] via the "A #"B# term; “mixtures of minimal states”15 are not minimal. What does Schrödinger’s inequality signify ? Present copies of |ψ) (else states ...
... Non-linear effects do, however, enter into the description of C AB [p1 ρ1 + p2 ρ2 ] via the "A #"B# term; “mixtures of minimal states”15 are not minimal. What does Schrödinger’s inequality signify ? Present copies of |ψ) (else states ...
and physics - Hal-SHS
... entity such as the field concept - which it was by then, and it was, indeed, a “physical entity” -, results from an evolution that goes through Maxwell’s electromagnetic theory to Einstein’s relativity: special relativity, with regard to the modification of the concepts of space and time, general re ...
... entity such as the field concept - which it was by then, and it was, indeed, a “physical entity” -, results from an evolution that goes through Maxwell’s electromagnetic theory to Einstein’s relativity: special relativity, with regard to the modification of the concepts of space and time, general re ...
Ab-initio Modeling of Cold Gases November 11, 2009
... able to address the Bose-Hubbard model from first principles and for realistic system sizes [4]. Previous studies addressed individual aspects of the experiments, such as the role of the trapping potential, the role of entropy in fixing the temperature and the influence of the time-of-flight duratio ...
... able to address the Bose-Hubbard model from first principles and for realistic system sizes [4]. Previous studies addressed individual aspects of the experiments, such as the role of the trapping potential, the role of entropy in fixing the temperature and the influence of the time-of-flight duratio ...
Document
... Light is made of quanta, lated named photons, which have a well defined energy and momentum. Nobel Prize 1921 (Millikan 1923). * A fruitful objection (1935) The quantum formalism allows for very peculiar situations when one looks at pairs of entangled particles. Spelled out in a famous article by Ei ...
... Light is made of quanta, lated named photons, which have a well defined energy and momentum. Nobel Prize 1921 (Millikan 1923). * A fruitful objection (1935) The quantum formalism allows for very peculiar situations when one looks at pairs of entangled particles. Spelled out in a famous article by Ei ...
Entropy and the Shelf Model: A Quantum Physical Approach to a
... where h is Plank’s constant, m is the particle mass, l is the uncertainty of position, r is the distance from the rotation axes, D is the force constant, and n, J, and v are quantum numbers. Although quantum physics led to different views about these “movements”, the terminology is still in use toda ...
... where h is Plank’s constant, m is the particle mass, l is the uncertainty of position, r is the distance from the rotation axes, D is the force constant, and n, J, and v are quantum numbers. Although quantum physics led to different views about these “movements”, the terminology is still in use toda ...
Quantum Mechanics and Solid State Physics for Electric
... we introduce the basics of operator calculus, to understand that part only elementary algebra is required. The material in this book is organized in three distinct parts: Quantum Mechanics, Solid State Physics and the Appendices. The first part deals with (non-relativistic) Quantum Mechanics which i ...
... we introduce the basics of operator calculus, to understand that part only elementary algebra is required. The material in this book is organized in three distinct parts: Quantum Mechanics, Solid State Physics and the Appendices. The first part deals with (non-relativistic) Quantum Mechanics which i ...
