Theoretical Physics 2002, 1. daļaNova Publishers, 2002 - 219 lappuses This book provides a representative sampling of the latest advances in theoretical physics. Chapters 1 and 2 deal with the Hydrogen atom. In Chapter 1, Blaive and Cadilhac carry out an analysis of hydrogenoid atomic wave functions. In Chapter 2, Boudet, Blaive Geniyes and Vanel carry out a relativistic calculation with retardation of the photoelectric effect of Hydrogen. Chapters 3 and 4 look at atoms in the presence of an external radiation field. Chapter 3 by Dastidar and Dastidar examines above-threshold ionisation of Argon in a laser field. In Chapter 4, Kazakov applies the Jaynes-Cummings model to an atom interacting simultaneously with a quasiresonant classical field and a quantised mode. Quantum dynamical problems are addressed in Chapters 5 and 6. In Chapter 5, Baute, Egusquiza and Muga study the effect of negative and classically-forbidden momenta in one-dimensional quantum scattering. Chapter 6 by Bellini finds analytical solutions to reaction-diffusion equations by mapping on a time-independent Schrödinger equation. Chapters 7 and 8 are devoted to nuclear and particle physics. In Chapter 7, Kravchenko and Soznik obtain the nucleon-nucleus optical potential in the nuclear matter approximation with the generalised Skyrme interaction. In Chapter 8, Terasaki examines non-factorisable contributions in decays. The final three chapters contain various mathematical studies which are of interest to theoretical physics in general. In Chapter 9, Shiqing analyses the equations of motion for the Newtonian n-body problem. Riazi looks at the geometry and topology of solitons in Chapter 10, and the book concludes with Chapter 11 containing a study by Elipe of the rotations of perturbed triaxial rigid bodies. |
Saturs
| 1 | |
Numerical Relativistic Calculation with the Retardation of the Photoeffect of Hydrogenic Atoms | 11 |
On the Absence of Electron Correlation Effects in the Photoelectron Spectra for AboveThreshold Ionization of Atoms | 21 |
JaynesCummings Models Driven by Classical Fields | 27 |
Effect of Negative and ClassicallyForbidden Momenta in OneDimensional Quantum Scattering | 55 |
Mapping on a TimeIndependent Schrödinger Equation A Method to Find Analytical Solutions to Generalized ReactionDiffusion Equations | 73 |
Optical Potential in the Nuclear Matter Approximation with Generalized Skyrme Interaction | 81 |
NonFactorizable Contributions in B Decays Revisited | 99 |
Central Configurations for nBody Problems | 121 |
Geometry and Topology of Solitons | 131 |
Rotations of Perturbed Triaxial Rigid Bodies | 179 |
Index | 213 |
| 218 | |
Bieži izmantoti vārdi un frāzes
amplitudes angle angular approximation assume asymptotic atom base bundle calculation called central charge classes classical closed coefficients color complex components configurations consider constant contributions corresponding decays defined density dependence derivative described differential discussed dynamics Edited effective electron energy equation example expansion expression factorized field Figure forces formulas function gauge given gives Hamiltonian imaginary initial integrals interaction leads magnetic manifold mass matrix elements means method mode momenta momentum motion non-factorizable Note obtained operator optical parameters perturbation phase Phys Physics plane positive potential present problem quantized quantum Quantum Mechanics quaternion radiation regular relation relativistic respectively rigid body rotation satisfy shown Skyrme solution space symmetry tensor Theorem theory transformation unit values variables vector Volume wave function
Populāri fragmenti
218. lappuse - Time-sharing methods were pioneered at the Massachusetts Institute of Technology and the University of California at Berkeley, under sponsorship of the Advanced Research Projects Agency of the US Department of Defense.