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  <title><![CDATA[PhD Defense by Swarnava Ghosh]]></title>
  <body><![CDATA[<p align="center"><em>&nbsp;</em></p><p align="center"><strong>School of Civil and Environmental Engineering</strong></p><p align="center">&nbsp;</p><p align="center"><strong>Ph.D. Thesis Defense Announcement</strong></p><p align="center">Efficient Large-Scale Real-Space Electronic Structure Calculations</p><p align="center">&nbsp;</p><p align="center"><strong>By</strong></p><p align="center">Swarnava Ghosh</p><p align="center">&nbsp;</p><p align="center"><strong>Advisor:</strong></p><p align="center">Dr. Phanish Suryanarayana (CEE)</p><p align="center">&nbsp;</p><p align="center"><strong>Committee Members:</strong></p><p align="center">Dr. Glaucio H. Paulino (CEE), Dr. Arash Yavari (CEE),</p><p align="center">Dr. Ting Zhu (ME), Dr. John E. Pask (Lawrence Livermore National Laboratory)</p><p align="center">&nbsp;</p><p align="center"><strong>Date &amp; Time:</strong> Thursday, July 7, 2016, at 10:30AM </p><p align="center"><strong>Location:</strong> Sustainable Education Building, 122</p><p align="center"></p><p align="LEFT">Calculations involving the electronic structure of matter provides valuable insight in understanding and predicting a wide range of materials</p><p align="center"></p><p align="LEFT">properties. Over the course of the last few decades, Density Functional Theory (DFT) has been a reliable and popular ab-initio method. The</p><p align="center"></p><p align="LEFT">plane-wave basis is commonly employed for solving the DFT problem. However, the need for periodicity limits the effectiveness of the</p><p align="center"></p><p align="LEFT">plane-wave basis in studying localized or partially periodic systems. Furthermore, efficient use utilization modern large-scale computer</p><p align="center"></p><p align="LEFT">architectures is particularly challenging due to the non-locality of the basis. Real-space methods for solving the DFT problem provide an</p><p align="center"></p><p align="LEFT">attractive alternative.</p><p align="center"></p><p align="LEFT">In this work we present an accurate and efficient real-space formulation and parallel implementation of Density Functional Theory (DFT) for</p><p align="center"></p><p align="LEFT">performing ab-initio simulations of isolated clusters (molecules and nanostructures), periodic (infinite crystals) and partially periodic systems</p><p align="center"></p><p align="LEFT">(slabs and nanowires). Using the finite-difference representation, local reformulation of the electrostatics, the Chebyshev polynomial filtered</p><p align="center"></p><p align="LEFT">self-consistent field iteration, and a reformulation of the non-local component of the force, we develop SPARC (Simulation Package for</p><p align="center"></p><p align="LEFT">Ab-initio Real-space Calculations), a framework that enables the efficient evaluation of energies and atomic forces to within chemical</p><p align="center"></p><p align="LEFT">accuracies in DFT. Through selected examples consisting of a variety of elements, we demonstrate that the developed framework obtains</p><p align="center"></p><p align="LEFT">exponential convergence in energy and forces with domain size; systematic convergence in the energy and forces with mesh-size to reference</p><p align="center"></p><p align="LEFT">plane-wave result at comparably high rates; forces that are consistent with the energy, both free from any noticeable `egg-box' effect; and</p><p align="center"></p><p align="LEFT">accurate ground-state properties including equilibrium geometries and vibrational spectra. We also demonstrate the weak and strong scaling</p><p align="center"></p><p align="LEFT">behavior of SPARC and compare with well-established and optimized plane-wave and other real-space implementations of DFT for systems</p><p align="center"></p><p align="LEFT">consisting up to thousands of electrons. Overall, the developed framework is able to accurately and efficiently simulate the electronic</p><p align="center"></p><p>structure of a wide range of material systems and represents an attractive alternative to existing codes for practical DFT simulations.</p><p align="center"><br /></p><p align="center"><br /></p><p> </p>]]></body>
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