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Circular Scale of Time and Energy of a Quantum State Calculated from the Schr?dinger Perturbation Theory

机译:根据薛定er摄动理论计算的量子态时间和能量的循环尺度

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The main facts about the scale of time considered as a plot of a sequence of events are submitted both to a review and a more detailed calculation. Classical progressive character of the time variable, present in the everyday life and in the modern science, too, is compared with a circular-like kind of advancement of time. This second kind of the time behaviour can be found suitable when a perturbation process of a quantum-mechanical system is examined. In fact the paper demonstrates that the complicated high-order Schrodinger perturbation energy of a non-degenerate quantum state becomes easy to approach of the basis of a circular scale. For example for the perturbation order N = 20 instead of 19! ≈ 1.216 × 1017 Feynman diagrams, the contribution of which should be derived and calculated, only less than 218 ≈ 2.621 × 105 terms belonging to N = 20 should be taken into account to the same purpose.
机译:关于时间范围的主要事实(被视为一系列事件的图解)已提交审查和更详细的计算。在日常生活和现代科学中也都存在着时间变量的经典渐进特性,并将其与类似圆形的时间提前进行了比较。当检查量子力学系统的扰动过程时,可以发现第二种时间行为是合适的。实际上,本文证明了,非简并量子态的复杂高阶薛定inger摄动能变得很容易接近圆形尺度的基础。例如,对于扰动阶数N = 20而不是19! ≈1.216×1017 Feynman图,应推导并计算其贡献,出于同一目的,应仅考虑少于218≈2.621×105个属于N = 20的项。

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