We propose an exact expression for the energy eigenvalues of the pure λx2m quantum anharmonic oscillators. The only information needed for the purpose is K0(m,n), which is the first term of strong-coupling\nexpansion for oscillator with potential λx2m for the nth excited state. We then ...
quantum decoherence and classical correlations of the harmonic oscillator in the lindblad theory 热度: Diagnosis and dynamics in a simple low energy medium current electron beam channel-英文资料 热度: a simple model for quantifying the degree of layer-by-layer growth in low energy ion deposition of...
No, the energy of a Simple Harmonic Oscillator can never be negative. This is because both the kinetic and potential energies are always positive, and the total energy is the sum of these two values. In SHM, energy is constantly being exchanged between kinetic and potential, but the total ...
ACCORDING to quantum mechanics, an oscillator possesses a definite zero-point energy of vibration, and an attempt has been made to express this result directly in terms of some general principle. It has been found that the result may be deduced from the uncertainty principle, in view of the ...
von Roos kinetic energy operatorexplicit polynomial solutionExactly-solvable confined model of the nonrelativistic quantum harmonic oscillator is proposed. Its ... Jafarov, E., INagiyev, S. M.Jafarova, A. M. - 《Reports on Mathematical Physics》 被引量: 0发表: 2020年 加载更多来源...
illustrate our bound with an example of a damped harmonic oscillator. Results The Wigner-Yanase-Dyson skew information Our analysis throughout the paper will rely on distinguishing between classical and non-classical fluctuations of observables in quantum mechanics, and we first present a framework ...
A possiblenatural restriction on $|\\\psi $ is suggested and illustrated by two quantummechanical examples based on a simple perturbed harmonic oscillatorHam... JI Latorre,H Osborn - 《Nuclear Physics B》 被引量: 45发表: 1997年 An alternative simple solution of the sextic anharmonic oscillator...
Thus, the classical statistical thermodynamics should be applicable for T ≫ TF, whereas quantum effects discussed in Chapter 15,“Quantum Distribution Functions,” become dominant at temperatures below TF. In order to calculate the density of the electron gas, we first look at the crystal ...
Energy Harmonic Harmonic motion Motion Simple harmonic motion Total energy In summary, the total energy of the oscillating mass with a position given by x(t)=(2.0cm)cos(10t−π/4) is 0.001J. This can be found by calculating the amplitude of the velocity, which is used to find the max...
关键词: Theoretical or Mathematical/ harmonic oscillators/ energy levels piecewise linear oscillator spectrum one-dimensional delta-function barrier/ A0365G Solutions of wave equations: bound state in quantum theory DOI: 10.1016/0375-9601(87)90506-8 被引量: 3 ...