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zannoni c liquid crystals computer simulations 2022

Type:: E-books
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Textbook in PDF format Standing as the first unified textbook on the subject, Liquid Crystals and Their Computer Simulations provides a comprehensive and up-to-date treatment of liquid crystals and of their Monte Carlo and molecular dynamics computer simulations. Liquid crystals have a complex physical nature, and, therefore, computer simulations are a key element of research in this field. This modern text develops a uniform formalism for addressing various spectroscopic techniques and other experimental methods for studying phase transitions of liquid crystals, and emphasises the links between their molecular organisation and observable static and dynamic properties. Aided by the inclusion of a set of Appendices containing detailed mathematical background and derivations, this book is accessible to a broad and multidisciplinary audience. Primarily intended for graduate students and academic researchers, it is also an invaluable reference for industrial researchers working on the development of liquid crystal display technology. Phases and Mesophases Phase Transitions Order Parameters Distributions Particle–Particle Interactions Dynamics and Dynamical Properties Molecular Theories Monte Carlo Methods The Molecular Dynamics Method Lattice Models Molecular Simulations Atomistic Simulations Appendix A A Modicum of Linear Algebra Appendix B Tensors and Rotations Appendix C Taylor Series Appendix D The Dirac Delta Function Appendix E Fourier Series and Transforms Appendix F Wigner Rotation Matrices and Angular Momentum Appendix G Molecular and Mesophase Symmetry Appendix H Quaternions and Rotations Appendix I Nuclear Magnetic Resonance Appendix J X-ray Diffraction Appendix K Stochastic Processes Appendix L Simulating Polarized Optical Microscopy Textures Appendix M Units and Conversion Factors Appendix N Acronyms and Symbols

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Zannoni C. Liquid Crystals and their Computer Simulations 2022.pdf 24.9 MB

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zannoni c liquid crystals computer simulations 2022

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