Wednesday, Apr. 3, 2002
... What is a system that has this kind of character? A system consists of a mass and a spring When a spring is stretched from its equilibrium position by a length x, the force acting on the mass is ...
... What is a system that has this kind of character? A system consists of a mass and a spring When a spring is stretched from its equilibrium position by a length x, the force acting on the mass is ...
Generalization of the Activated Complex Theory of Reaction Rates. I
... We consider first the case where the dependence of the properties of the activated complex on the rotational constants of the motion can be neglected. In a later section the effect of the rotational state on the behavior of the activated complex is considered. The basic equation, Eq. (21) below, red ...
... We consider first the case where the dependence of the properties of the activated complex on the rotational constants of the motion can be neglected. In a later section the effect of the rotational state on the behavior of the activated complex is considered. The basic equation, Eq. (21) below, red ...
An enquiry into theoretical bioinorganic chemistry: How heuristic is
... so-called potential energy hypersurface—to a collection of electrons and nuclei ^ el in electronic state n via application of the electronic Hamiltonian operator H to the many-electron wave function Jel,n (after having introduced the convenient Born–Oppenheimer approximation). Molecular structures o ...
... so-called potential energy hypersurface—to a collection of electrons and nuclei ^ el in electronic state n via application of the electronic Hamiltonian operator H to the many-electron wave function Jel,n (after having introduced the convenient Born–Oppenheimer approximation). Molecular structures o ...
On Water, Steam and String Theory
... For very high temperatures, on the other hand, the Gibbs factor is almost one for all energies. All spin configurations are therefore equally probable. So the typical configuration is a mix of randomly distributed spins (Fig. 7) that is neither water nor steam. There are no different phases. We can ...
... For very high temperatures, on the other hand, the Gibbs factor is almost one for all energies. All spin configurations are therefore equally probable. So the typical configuration is a mix of randomly distributed spins (Fig. 7) that is neither water nor steam. There are no different phases. We can ...
Lesson 2-3 Multi- Step Equations
... Solving Multi-Step Equations To solve multi-step equations, you must undo each ...
... Solving Multi-Step Equations To solve multi-step equations, you must undo each ...
Quantum-like model of unconscious–conscious dynamics
... 2013). We studied this problem in Asano et al. (2014), where we demonstrated a violation of the Garg–Leggett inequality for experimental probabilistic data collected for rotating image of Schröder stair (the experiment was performed at Tokyo University of Science), in Accardi et al. (in press) we pr ...
... 2013). We studied this problem in Asano et al. (2014), where we demonstrated a violation of the Garg–Leggett inequality for experimental probabilistic data collected for rotating image of Schröder stair (the experiment was performed at Tokyo University of Science), in Accardi et al. (in press) we pr ...
Chapter 28
... the speed and position of sub-atomic particles, we must admit to an uncertainty that will always exist in quantum measurements. This limit to accuracy at this level was formulated by Werner Heisenberg in 1928 and is called the Heisenberg uncertainty principle. It can be stated like this: There is a ...
... the speed and position of sub-atomic particles, we must admit to an uncertainty that will always exist in quantum measurements. This limit to accuracy at this level was formulated by Werner Heisenberg in 1928 and is called the Heisenberg uncertainty principle. It can be stated like this: There is a ...
The quantum phases of matter
... gravitationally bound to them. In Einstein’s theory, the region inside the black hole horizon is disconnected from the rest of the universe. ...
... gravitationally bound to them. In Einstein’s theory, the region inside the black hole horizon is disconnected from the rest of the universe. ...
5301-1.pdf
... Therefore, in our opinion, a quantum-mechanical study of spin- 12 fermions moving in a harmonic oscillator potential, and interacting via a pair-wise delta function potential, can help us achieve insights into the physics of dilute gases of trapped fermionic atoms. With the aforesaid aims in mind, t ...
... Therefore, in our opinion, a quantum-mechanical study of spin- 12 fermions moving in a harmonic oscillator potential, and interacting via a pair-wise delta function potential, can help us achieve insights into the physics of dilute gases of trapped fermionic atoms. With the aforesaid aims in mind, t ...
Document
... Conclusion: A harmonic oscillator driven by a classical force from the ground state is always in a coherent state. We have seen that the coherent state follows basically the equations for the classical eqns for position and momentum. It could be taken as a reproduction of the classical dynamics fro ...
... Conclusion: A harmonic oscillator driven by a classical force from the ground state is always in a coherent state. We have seen that the coherent state follows basically the equations for the classical eqns for position and momentum. It could be taken as a reproduction of the classical dynamics fro ...
Note that in the following three figures, which show
... For rotational motion, it is more complex. Think about swinging a heavy mass; if you swing it close to your body it's easier to swing than if you swing it far from your body. Thus, the difficulty in rotating an object both depends on its mass and how far the mass is from the rotation axis. For an ex ...
... For rotational motion, it is more complex. Think about swinging a heavy mass; if you swing it close to your body it's easier to swing than if you swing it far from your body. Thus, the difficulty in rotating an object both depends on its mass and how far the mass is from the rotation axis. For an ex ...
Quantum error correcting codes and Weyl commutation relations
... determines a nondegenerate symmetric bicharacter and W ((a1 , b1 ), (a2 , b2 )) = W (a1 , a2 ) ⊗ W (b1 , b2 ), (ai , bi ) ∈ A × B, i = 1, 2, determines the Weyl operators for A × B where L2 (A × B) is naturally identified with L2 (A) ⊗ L2 (B). We shall use all these basic properties of the Weyl oper ...
... determines a nondegenerate symmetric bicharacter and W ((a1 , b1 ), (a2 , b2 )) = W (a1 , a2 ) ⊗ W (b1 , b2 ), (ai , bi ) ∈ A × B, i = 1, 2, determines the Weyl operators for A × B where L2 (A × B) is naturally identified with L2 (A) ⊗ L2 (B). We shall use all these basic properties of the Weyl oper ...
Response Time Distributions in Partially-Coherent Quantum Walk Models for
... decision processes unfold over time, it is plausible to suggest that an evolutionary advantage would accrue to decisionmakers that can make effective use of quantum mechanical effects. Of course, many questions need to be answered before we can determine with any confidence whether or not this advan ...
... decision processes unfold over time, it is plausible to suggest that an evolutionary advantage would accrue to decisionmakers that can make effective use of quantum mechanical effects. Of course, many questions need to be answered before we can determine with any confidence whether or not this advan ...
