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CHM 4412 Physical Chemistry II - University of Illinois at
CHM 4412 Physical Chemistry II - University of Illinois at

... equation – the equation of motion of quantum mechanics and “the whole of chemistry.”* The time-independent Schrödinger equation parallels Hamilton’s equation in classical mechanics and physically represents conservation of energy. It incorporates the wave-particle duality and quantization of energy. ...
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4 Theory of quantum scattering and chemical reactions

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... species independence of our gratings (cf light gratings) allows us to switch alkalis easily, and velocity multiplexing will increase our accuracy and precision to the 0.1% and 0.01% targets. Our relative measurements will ultimately be normalized by a single, higher precision experiment using a sod ...
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... higher structures. However, to begin mathematics with the integers, though natural to our human perceptions, is to start from a position already beyond the beginning. The integers are loaded with a mass of assumptions about mathematics. They are not fundamentally simple but already contain packaged ...
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... and matter. The two theories have been applied with solid experimental success and are now well established. However we do not know a foundation capable of supporting both theories and predicting what happens in the physical regime in which they are both relevant, the Planck-scale regime. The proble ...
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... relations are exactly on the same footing as intrinsic properties as far as identity conditions are concerned: insofar as intrinsic properties account for identity conditions, relations can perform that task as well. For instance, if A is bigger than B, heavier than C, etc., these relations individu ...
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... At interaction with an observer, the qubit takes on the value 0 with probability |α0 |2 , and the value 1 with probability |α1 |2 . After such an interaction the qubit is no longer in superposition, but in a single state 0 or 1. For simplicity we assume that α0 , α1 ∈ R. (They can be negative !) ...
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Relaxation dynamics of a quantum Brownian particle in an ideal gas

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A short description how to calculate absorption and energy transfer

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Hidden variable theory

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