Computational Biophysics and Bioinformatics, Physics Department, Clemson University, Clemson, SC 29642, USA.
J Comput Chem. 2013 Aug 15;34(22):1949-60. doi: 10.1002/jcc.23340. Epub 2013 Jun 4.
Due to the enormous importance of electrostatics in molecular biology, calculating the electrostatic potential and corresponding energies has become a standard computational approach for the study of biomolecules and nano-objects immersed in water and salt phase or other media. However, the electrostatics of large macromolecules and macromolecular complexes, including nano-objects, may not be obtainable via explicit methods and even the standard continuum electrostatics methods may not be applicable due to high computational time and memory requirements. Here, we report further development of the parallelization scheme reported in our previous work (Li, et al., J. Comput. Chem. 2012, 33, 1960) to include parallelization of the molecular surface and energy calculations components of the algorithm. The parallelization scheme utilizes different approaches such as space domain parallelization, algorithmic parallelization, multithreading, and task scheduling, depending on the quantity being calculated. This allows for efficient use of the computing resources of the corresponding computer cluster. The parallelization scheme is implemented in the popular software DelPhi and results in speedup of several folds. As a demonstration of the efficiency and capability of this methodology, the electrostatic potential, and electric field distributions are calculated for the bovine mitochondrial supercomplex illustrating their complex topology, which cannot be obtained by modeling the supercomplex components alone.
由于静电在分子生物学中的重要性,计算静电势和相应的能量已成为研究生物分子和纳米物体在水和盐相或其他介质中浸没时间的标准计算方法。然而,包括纳米物体在内的大的生物大分子和大分子复合物的静电可能无法通过显式方法获得,甚至标准的连续静电方法也可能由于计算时间和内存要求高而不适用。在这里,我们报告了我们之前工作(Li 等人,J. Comput. Chem. 2012, 33, 1960)中并行化方案的进一步发展,包括算法的分子表面和能量计算组件的并行化。并行化方案根据要计算的数量,利用空间域并行化、算法并行化、多线程和任务调度等不同方法。这允许有效地利用相应计算机群集的计算资源。并行化方案在流行的软件 DelPhi 中实现,结果是速度提高了几倍。作为对这种方法的效率和能力的证明,计算了牛线粒体超级复合物的静电势和电场分布,说明了它们复杂的拓扑结构,这是仅通过对超级复合物组件进行建模无法获得的。