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標(biāo)題: Titlebook: Exercises in Quantum Mechanics; A Collection of Illu Harry A. Mavromatis Book 1987 Springer Science+Business Media Dordrecht 1987 quantum m [打印本頁(yè)]

作者: monster    時(shí)間: 2025-3-21 19:44
書(shū)目名稱Exercises in Quantum Mechanics影響因子(影響力)




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The Enigmatic Legacy of Oliver Heaviside,Working in momentum space involves taking the Fourier transform of the eigenfunction ψ(x, t) of the Schr?dinger equation. Thus if . it follows from the delta function property of Equation (2.19): . that ..
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Family and Career Through a Gendered Lens,Consider a particle moving subject to a potential V(x) = A|x|., -∞>x<∞. Classically the particle’s energy is: ..
作者: 直言不諱    時(shí)間: 2025-3-23 08:48
https://doi.org/10.1007/978-3-030-75425-9When quantum mechanical particles are incident on a potential one is in the first instance interested in the fraction transmitted through the potential and the fraction reflected by it. One therefore calculates the probability of reflection and the probability of transmission.
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A Forgotten Source: The Census of 1864,Consider a system whose Hamiltonian H contains a ‘perturbation’ V such that..
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Momentum Space,Working in momentum space involves taking the Fourier transform of the eigenfunction ψ(x, t) of the Schr?dinger equation. Thus if . it follows from the delta function property of Equation (2.19): . that ..
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Uncertainty Principle and Ground State Energies of Quantum Mechanical Systems,Consider a particle moving subject to a potential V(x) = A|x|., -∞>x<∞. Classically the particle’s energy is: ..
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Two and Three Versus One-Dimensional Problems,The one-dimensional Schr?dinger equation for a particle in a potential V. (x) is . where ..
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,‘Kramer’ Type Expressions, The Virial Theorem and Generalizations,Consider a particle moving in a central potential V(r) = Ar.. The (radial) differential equation for u. (r) = r R.(r), (where the complete wave-function ψ(r, θ, ?) = R.(r) Y.(θ, ?)) is . with boundary conditions that u.(0) = 0, and u.(r) → 0.
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Upper Bounds and Parity Considerations,Consider a system with a Hamiltonian H such that
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The Inverse Problem,nd, or the wavefunctions and hence the amount of scattering off this potential if the particle is free. Sometimes however, one knows the wave-function (or phase shifts) and wishes to find the potential which produces this wavefunction (or these phase shifts). In the literature this is known as the ‘inverse’ problem.
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Exercises in Quantum Mechanics978-94-015-7771-7Series ISSN 0921-9315
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The Inverse Problem,nd, or the wavefunctions and hence the amount of scattering off this potential if the particle is free. Sometimes however, one knows the wave-function (or phase shifts) and wishes to find the potential which produces this wavefunction (or these phase shifts). In the literature this is known as the ‘
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Book 1987lexity while still illus- trating the consequences of the quantum-mechanical formalism. Concerning notation, useful expressions are displayed in rectangular boxes while calculational details which one may wish to skip are included in square brackets.
作者: 男學(xué)院    時(shí)間: 2025-3-28 06:45
0921-9315 nical complexity while still illus- trating the consequences of the quantum-mechanical formalism. Concerning notation, useful expressions are displayed in rectangular boxes while calculational details which one may wish to skip are included in square brackets.978-94-015-7773-1978-94-015-7771-7Series ISSN 0921-9315
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,Gang Jeongildang of Korea 姜靜一堂 1772–1832, are especially valuable as an example of how this most basic familial relationship did, can, and should figure more centrally in Confucian reflection on self-cultivation and more generally in our account of the moral life.
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Fuminori Moriyasueered the development from primeval to modern respiratory means and processes. This book addresses and answers broad questions concerning the critical synthesis of multidisciplinary data, and clarifies previously cryptic aspects of comparative respiratory biology..
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Martin Prozeskyted in the first chapter are reconsidered in the second chapter from a non-commutative geometry view point. Differential geometry begins with the algebra . of . and builds up by adding multiple structures; classical index theory uses most of these structures. Non-commutative geometry is .; its axiom
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nd commentaries on evolution, in the bro~dest sense of that term. The topics of the reviews range from anthropology and behavior to molecular biology and systematics. In recent volumes, a broad spectrum of articles have appeared on such subjects as natural selection among replicating molecules in vi




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