High-fidelity modeling of nanosystems: novel methods and paradigms

S. Lyshevski
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引用次数: 0

Abstract

Recent scientific and technological developments have stimulated basic, applied, and experimental research in nanoengineering, nanoscience, and nanotechnology advancing fundamental paradigms. Contemporary results in nonlinear quantum electromagnetics and mechanics, advances in modeling and simulation of complex nanosystems, bio-mimicking and prototyping, discovery of new phenomena and effects, as well as rapid engineering/technological advances in fabrication (molecular wires, carbon nanotubes, thin films, et cetera), provide enabling benefits and capabilities to devise and fabricate new nanostructures, nanodevices, and nanoelectromechanical systems (NEMS). Critical problems that remain to be addressed and solved are the fundamental research to model, simulate, and analyze NEMS. High-fidelity modeling, heterogeneous simulation and data-intensive analysis must be performed. Using the developed paradigms, we examine these problems for NEMS and report the promising solution of the Schrodinger equation using the optimality principle.
纳米系统的高保真建模:新方法和范例
最近的科学和技术发展刺激了纳米工程、纳米科学和纳米技术的基础、应用和实验研究,推动了基本范式的发展。非线性量子电磁学和力学的当代成果,复杂纳米系统的建模和模拟的进步,生物模拟和原型设计,新现象和效应的发现,以及制造(分子线,碳纳米管,薄膜等)的快速工程/技术进步,为设计和制造新的纳米结构,纳米器件和纳米机电系统(NEMS)提供了有利的条件和能力。对NEMS进行建模、仿真和分析的基础研究是有待解决和解决的关键问题。必须进行高保真建模、异构仿真和数据密集型分析。利用发展的范例,我们研究了NEMS的这些问题,并报告了使用最优性原理的薛定谔方程的有希望的解。
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