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An average stochastic approach to two-body dissipation in finite fermion systems

机译:有限度米芯系统两体耗散的平均随机方法

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We present average stochastic time-dependent Hartree-Fock (ASTDHF) as a theory for efficient handling of incoherent dynamical correlations in finite fermion systems at fully quantum-mechanical level. The basic time evolution is given by time dependent mean-field theory. The two-body collisions beyond mean-field propagation are evaluated stochastically in an incoherent ensemble of mean-field states as was done in the previously developed STDHF. The new, and time saving, feature in ASTDHF is that it employs one common mean field throughout the whole ensemble. A detailed presentation of ASTDHF is given and extensive comparison with STDHF and other approaches to dissipation are discussed. ASTDHF is found to be a very efficient approach for well bound systems where mean-field fluctuations remain small. (C) 2018 Elsevier Inc. All rights reserved.
机译:我们将平均随机时间依赖的Hartree-Fock(ASTDHF)作为在完全量子 - 机械水平上有用于有限距离系统中的无间断动态相关性的理论。 基本时间进化由时间依赖性平均场理论给出。 超出平均场传播之外的双体碰撞是随机评估的,以在先前发育的STDHF中所做的平均场状态的非相干集合中。 ASTDHF中的新功能和节省功能是它在整个整体中使用一个常见的平均字段。 讨论了对ASTDHF的详细介绍,并讨论了与STDHF和其他耗散方法进行了广泛的比较。 发现ASTDHF是一种非常有效的方法,适用于良好的束缚系统,其中平均波动仍然很小。 (c)2018年Elsevier Inc.保留所有权利。

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