Electron–phonon interaction and electronic decoherence in
... in that simplistic description is essentially due to interactions with excessively complex environmental degrees of freedom (such as thermal vibrations), and our lack of control over them is interpreted as ‘‘decoherence’’ [7]. This often justifies the use of a classical description of the transport p ...
... in that simplistic description is essentially due to interactions with excessively complex environmental degrees of freedom (such as thermal vibrations), and our lack of control over them is interpreted as ‘‘decoherence’’ [7]. This often justifies the use of a classical description of the transport p ...
Infrared spectroscopy of acetylene
... 4.) an increased knowledge of molecular physics, and maybe some increased insight into quantum mechanics in general. ...
... 4.) an increased knowledge of molecular physics, and maybe some increased insight into quantum mechanics in general. ...
Midterm Exam 3
... against the floor for 0.25 s to accomplish this feat, what was her average power output during the pushoff period? Solution: The average power output during the push-off period is equal to the work done by the cat divided by the time the cat applied the force. Since the force on the floor by the cat ...
... against the floor for 0.25 s to accomplish this feat, what was her average power output during the pushoff period? Solution: The average power output during the push-off period is equal to the work done by the cat divided by the time the cat applied the force. Since the force on the floor by the cat ...
Lecture Notes: BCS theory of superconductivity
... Since J = −ens hvi, we recover London equation (14). Of course, the main question is about the microscopic mechanism that gives rise to this wave-function rigidity and, ultimately, to the superconducting state. Several of the most brilliant physicists of the last century tried to address this questi ...
... Since J = −ens hvi, we recover London equation (14). Of course, the main question is about the microscopic mechanism that gives rise to this wave-function rigidity and, ultimately, to the superconducting state. Several of the most brilliant physicists of the last century tried to address this questi ...
electric charge, electric field, electric force
... where we have only shown the terms explicitly to 1st order in ri /r. Remember the Taylor’s series in general will not converge if the ri /r values get too large and in this case the Taylor’s series does not give the electric field value. The zeroth order term is the monopole term. The 1st order term ...
... where we have only shown the terms explicitly to 1st order in ri /r. Remember the Taylor’s series in general will not converge if the ri /r values get too large and in this case the Taylor’s series does not give the electric field value. The zeroth order term is the monopole term. The 1st order term ...
Selective field ionization in Li and Rb: Theory and experiment
... that lead to ionization at field F, with nearly randomly varying phases on the different paths; the differing phases essentially guarantee that the interference between different paths will average to zero. In the model of Ref. 关13兴, the phases need to be retained because all of the phase difference ...
... that lead to ionization at field F, with nearly randomly varying phases on the different paths; the differing phases essentially guarantee that the interference between different paths will average to zero. In the model of Ref. 关13兴, the phases need to be retained because all of the phase difference ...
The hydrogen atom as an entangled electron–proton system
... which is diagonal and shows that the l eigenvalues are equal to l5 u c l u 2 . This also shows that the eigenvectors with zero eigenvalue do not participate in the expansion. The eigenvalues l are thus both the probabilities of finding subsystem u in the states u u l & and the probabilities of findi ...
... which is diagonal and shows that the l eigenvalues are equal to l5 u c l u 2 . This also shows that the eigenvectors with zero eigenvalue do not participate in the expansion. The eigenvalues l are thus both the probabilities of finding subsystem u in the states u u l & and the probabilities of findi ...
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III. Electric Potential - Worked Examples
... We now use the fact that the electric potential difference between the points z = 3d and z = 4d is equivalent to taking the change in potential energy per test charge in moving a test charge from infinity to z = 3d and then subtracting the change in potential energy per test charge in moving a test ...
... We now use the fact that the electric potential difference between the points z = 3d and z = 4d is equivalent to taking the change in potential energy per test charge in moving a test charge from infinity to z = 3d and then subtracting the change in potential energy per test charge in moving a test ...
Conservation of Energy Implies Conservation of
... of reference based on a body which is moving in constant direction with a constant speed ⃗u. This principle of relativity is not mostly associated with Einstein’s Relativity Theory, but in reality, this principle has been explicitly formulated already by Galileo Galilei in 1632 [2], several decades ...
... of reference based on a body which is moving in constant direction with a constant speed ⃗u. This principle of relativity is not mostly associated with Einstein’s Relativity Theory, but in reality, this principle has been explicitly formulated already by Galileo Galilei in 1632 [2], several decades ...
Introduction to Quantum Information
... Box and Tiao 1973; Bretthorst 1988; Lee 1989; Jaynes 2003). This was not the case, however, for most of the 350 years of its history. An entertaining and informative presentation of its troubled history may be found in (Mcgrayne 2011). The picture is completed by identifying, or formulating the quan ...
... Box and Tiao 1973; Bretthorst 1988; Lee 1989; Jaynes 2003). This was not the case, however, for most of the 350 years of its history. An entertaining and informative presentation of its troubled history may be found in (Mcgrayne 2011). The picture is completed by identifying, or formulating the quan ...