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A new version of fermion coupled coherent states method: Theory and applications in simulation of two-electron systems

机译:费米耦合相干态方法的新版本:两电子系统仿真的理论与应用

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We report a new version of fermion coupled coherent states method (FCCS-II) to simulate two-electron systems based on a self-symmetrized six-dimensional (6D) coherent states grid. Unlike the older fermion coupled coherent states method (FCCS-I), FCCS-II does not need any new equations in comparison with the coupled coherent states method. FCCS-II uses a simpler and more efficient approach for symmetrizing the spatial wave function in the simulation of fermionic systems. This method, has significantly increased the speed of computations and give us the capability to simulate the quantum systems with the larger CS grids. We apply FCCS-II to simulate the Helium atom and the Hydrogen molecule based on grids with a large numbers of coherent states. FCCS-II with a relatively low number of CS gives a potential energy curve for H(2)that is very close to the exact potential curve. Moreover, we have re-derived all the important equations of the FCCS-I method. (C) 2016 Elsevier B.V. All rights reserved.
机译:我们报告了一个新版本的费米耦合相干态方法(FCCS-II),以基于自对称六维(6D)相干态网格来模拟两电子系统。与旧的费米子耦合相干态方法(FCCS-I)不同,FCCS-II与耦合相干态方法相比不需要任何新的方程式。 FCCS-II使用更简单,更有效的方法来对称化费米电子系统中的空间波函数。这种方法极大地提高了计算速度,并为我们提供了使用较大CS网格模拟量子系统的能力。我们基于具有大量相干态的网格,应用FCCS-II模拟氦原子和氢分子。具有相对较少的CS的FCCS-II给出了H(2)的势能曲线,该曲线非常接近精确的势能曲线。此外,我们重新推导了FCCS-I方法的所有重要方程。 (C)2016 Elsevier B.V.保留所有权利。

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