Computational Methods in Material Science

S. Mahmood, S. Mahmood
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Abstract

The current revolution in Materials Science leading to vast advances in pre-existing and emerging technologies had significantly impacted all aspects of our modern life. The continuous efforts in searching for new functional and smart materials facilitated the design of miniaturized and more efficient devices, and led to great advancements in pharmaceutical, medicinal, agricultural, energy related industries, and many more. Before employment in a given application, a newly developed material needs to be fully characterized and tested for efficient delivery and fulfillment of industrial and technological requirements. This calls for establishing experimental setups equipped with modern testing facilities that could be exceedingly expensive, and time consuming. In addition, the cost of materials for experimental work could be high in some cases. The financial limitations, however, make it difficult to construct such facilities for a large fraction of researchers worldwide, especially in nations with limited financial resources. Accordingly, computational techniques have been developed to provide efficient materials characterization, and design of smart materials and devices for practical applications at a relatively low cost. These techniques are also crucial in providing detailed information about the structural and physical properties of the material at the molecular level, thus allowing for better understanding of how the material functions, and facilitating the tuning and improvement of the material’s characteristics for a specific application. However, comparison of the results of the computational techniques with experimental results is crucial to examine the reliability of the computational techniques, at least in its initial stages.
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材料科学中的计算方法
当前的材料科学革命导致了现有技术和新兴技术的巨大进步,极大地影响了我们现代生活的各个方面。不断探索新的功能和智能材料的努力促进了小型化和更高效设备的设计,并导致了制药,医药,农业,能源相关行业等的巨大进步。在特定应用中使用之前,新开发的材料需要充分表征和测试,以有效交付和满足工业和技术要求。这就要求建立配备现代测试设备的实验装置,这些设备可能非常昂贵,而且耗时。此外,在某些情况下,实验工作的材料成本可能很高。然而,财政限制使得为世界上大部分研究人员建造这样的设施变得困难,特别是在财政资源有限的国家。因此,计算技术已经发展到以相对较低的成本为实际应用提供有效的材料表征和智能材料和设备的设计。这些技术对于在分子水平上提供有关材料的结构和物理特性的详细信息也至关重要,从而可以更好地了解材料的功能,并促进材料特性的调整和改进,以适应特定的应用。然而,将计算技术的结果与实验结果进行比较对于检验计算技术的可靠性至关重要,至少在其初始阶段是如此。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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