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Titlebook: Atoms, Molecules and Optical Physics 2; Molecules and Photon Ingolf V. Hertel,Claus-Peter Schulz Textbook 2015 Springer-Verlag Berlin Heide

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Optical , Equations,iscussed by hand waving arguments. On these grounds, Sect. . develops some basics of short pulse spectroscopy. Finally, Sect. . introduces a somewhat more complex application, the STIRAP method, today of increasing interest also in the context of “quantum information”.
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,The Density Matrix – A First Approach,e examples. A general formalism for describing a physical measurement is derived in Sect. . and applied in Sect. . to two typical examples. Finally, in Sect. . we present an introduction to the general theory of radiation from quantum systems in non-isotropic and oriented excited states, based on the formalism developed by . and . (.).
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,Unverhandelbare Führungsaspekte,consideration of the quantum nature of photons. This will allow us for the first time to . the basic formulas for spontaneous emission – as opposed to the previous, hand waving introduction of this inherently quantum mechanical phenomenon.
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Basics of Atomic Collision Physics: Elastic Processes,. approximation for elastic scattering. The two following chapters will go into more depth and treat in particular also inelastic processes. We thus recommend to the reader to study the present chapter with particular care.
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1868-4513 ounterpart to bound molecular states. The emphasis is always on the experiment and its interpretation, while the necessary theory is introduced from this perspective in a compact and occasionally somewhat heuristic manner, easy to follow even for beginners.978-3-662-52044-4978-3-642-54313-5Series ISSN 1868-4513 Series E-ISSN 1868-4521
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Lasers, Light Beams and Light Pulses,ortant tools of modern optics and spectroscopy. In Sect. . Gaussian light beams are explored, and their manipulation and measurement is illustrated. Section . gives a precise definition of polarization and describes some experimental tools for its characterization. Wave-packets are discussed in Sect
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