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Tsubota Makoto: Quantum Hydrodynamics
and Turbulence

Quantum Hydrodynamics and Turbulence

<ul><li>1: Introduction</li> <li>2: Fundamentals of superfluid hydrodynamics in Bose-condensed systems</li> <li>3: Quantized vortices in superfluid helium</li> <li>4: Quantum hydrodynamics in atomic Bose-Einstein condensates</li> <li>5: Quantum turbulence</li> </ul>

An expert and contemporary presentation of computational analysis and design tools for professionals studying or applying the principles of aerodynamics In Aerodynamics: A Computational Introduction, a distinguished aerospace engineer and researcher Krzysztof Fidkowski delivers an up-to-date and authoritative reference text covering the essentials of aerodynamics. The book covers key topics, including basic fluid dynamics, potential flow, airfoil theory, boundary layers, wing theory, and compressible flow. Fidkowski takes a computation-first approach to the subject matter, presenting aerodynamics in a way that is compatible with the way the subject is handled in contemporary businesses and research labs. Aerodynamics offers numerical demonstrations, codes, and theory comparisons that make important derivations and conclusions easier to understand and apply. Readers will also find: <ul> <li>A self-contained introduction to the thermodynamics, mathematics, and numerical methods central to the subject of aerodynamics</li> <li>Comprehensive explorations of kinematics, dynamics, and potential flow</li> <li>Practical discussions of panel methods and airfoil theory, including design tools</li> <li>Numerical and analytical tools for boundary-layer analysis</li> <li>Complete treatment of finite-wing theory, including horseshoe vortices, lifting-line theory, and the vortex-lattice method.</li> </ul> Perfect for engineering students who want to learn how to apply basic numerical methods to large-scale aerodynamics problems, Aerodynamics: A Computational Introduction will also benefit professionals who wish to better understand aerodynamics and computational fluid dynamics.

A Computational Introduction

Aerodynamics

Handbook of Electronic Structure Theory provides a much-needed learning resource that collects and demonstrates the various key methods involved in electronic structure theory, the feasibility and reliability of electronic structure calculations and their applications using computational chemistry, with a particular focus on the most modern and recent problems which are poorly covered in existing, largely outdated book literature. This handbook is designed with early career researcher learning in mind by aiming to provide a careful, structured, coherent, measured, and incremental presentation of the subject matter as well as appropriate problems and worked tutorial examples. Elements like summary boxes, worked examples, and downloadable data sets make this a holistic guide to the topic for learners from different backgrounds who require a deeper understanding of electronic structure theory. Part I one of the book focuses on the critical core theories, before Part II moves on to some of the most important recent developments and their potential future directions, including key topics such as the electronic excited states and the harnessing of machine learning. Finally, Part III then collects a range of key case study examples of applications such as for biomolecules, in spectroscopy, or for use in catalysis amongst others. Handbook of Electronic Structure Theory is written primarily for masters, PhD, and postdoctoral students in theoretical and computational chemistry as well as experimental researchers wishing to apply quantum chemical methods in a critical way. The book will also have significant relevance to those studying and teaching in the adjacent fields of computational physics, materials science, and astrochemistry, who are making use of electronic structure methods. It is also likely to be of interest to chemists working on designing new materials and compounds targeting industrial and environmental applications such as catalysis, energy harvesting or green chemistry.

Methods and Applications

Handbook of Electronic Structure Theory

This book highlights the basic concepts and equations for bioengineering flow processes. Physical concepts and meanings are emphasized while rigorous derivations are simplified, making it easier for self learning on some biological and medical flow processes. The well known Bernoulli equation in hydraulics is extended for pulsating flows, peristaltic flows and cardiac pumping. The dimensional analysis, model law and dimensionless equations can be related to computational models and experimental observations. The velocity vector imaging stored in echocardiograms can be used to analyze the pumping characteristics of the ventricular contraction. New topics included oxygen transport in membrane oxygenator and micro mixing of blood flow in capillary channels.

Bioengineering Fluid Mechanics

Classical Optics and Electromagnetic Waves

Fluidization Processes - Design and Operation

This book covers the basics of nanotechnology and its role in biomedical engineering. It clubs different applications of nanotechnology in medicine, disease diagnostics, artificial implants; nano-enabled implantable devices and nanorobots as future mode of treatment of various diseases. It provides a comprehensive overview to the reader about the basics of above areas as well as advanced implementation strategies. Case studies included in the book will help readers get a proper understanding of the subject and how nanotechnology is a boon for medical and bioengineering.

Nanotechnology in Biomedicine

Annals of Mathematics Studies

New, broadly applicable, parameter-free techniques for constructing stable quasiperiodic solutions of quasilinear evolution equations This monograph addresses an important problem in mathematical fluid dynamics: constructing stable, long-term solutions to certain quasilinear evolution equations. The authors implement an ingenious scheme for building global quasiperiodic solutions without relying on external parameters, instead exploiting the natural structure of initial data to generate families of stable solutions. This approach offers a more robust framework for studying global solutions of quasilinear PDEs. The book combines techniques from KAM theory, a Nash-Moser iteration scheme, and pseudodifferential calculus, and provides tools that extend beyond the specific SQG context and may prove useful for other evolution equations. Specifically, the authors establish the existence of quasiperiodic patch solutions for the generalized Surface Quasi-Geostrophic (SQG) equation across the parameter range $\alpha \in (1,2)$, in a neighborhood of the disk solution. These solutions exist globally in time without developing singularities, which sheds light on an important question about the behavior of geophysical fluid models. This work provides new insights into global dynamics in a mathematically challenging regime where standard perturbative methods are insufficient. And the techniques developed here offer potential applications to other evolution equations in mathematical physics, making this a valuable resource for researchers in partial differential equations, fluid dynamics, and related fields.

Quasiperiodic Solutions of the Generalized SQG Equation

Foundations of Biochemistry and Biophysics

The Compressible Fluid Physics of the Human Respiratory System provides a comprehensive exploration of the principles of fluid dynamics, classical mechanics, and their applications to complex systems such as human respiration.It dives into foundational concepts like Newtonian mechanics and stress-strain relationships, while also addressing advanced topics such as compressible fluid flow, viscosity, and energy conservation. It uniquely combines classical principles with real-world phenomena, such as the behavior of gases, liquids, and solids under various forces and pressures. The inclusion of detailed mathematical derivations, historical context, and empirical models adds depth to the discussion. Its interdisciplinary approach makes it valuable for readers interested in physics, engineering, and biological sciences.This book is designed for a general audience with an interest in science and medicine irrespective of mathematical background.

The Compressible Fluid Physics of the Human Respiratory System

This book emphasizes how new generation materials discovered recently (like graphene and topological insulators) can be understood using simple Quantum Transport Theory. The book could also be used as a text in Advanced Solid State/Condensed Matter Courses in Physics or Chemistry and in branches of Engineering.

Quantum Transport in Dirac Materials

Imaging in Medical Diagnosis and Therapy

Proton Radiography and Tomography for Medical Applications

Proton Imaging Technology

Correlated-electron systems offer a unique playground for discovering and studying new quantum states of matter, at the crossway between itinerant quantum magnetism and unconventional superconductivity. The understanding of their basic properties, although needing experimental environments which cannot be transposed at industrial scales, will surely benefit within mid- and long-term perspectives to future revolutionary applications in the domains of applied physics, micro and nano-electronics, energetics.As textbook examples of quantum magnets and unconventional superconductors, heavy-fermion compounds offer a fertile ground for testing new concepts in condensed matter. Quantum magnetic phase transitions can be easily tuned experimentally, leading to a large variety of electronic ground states, from a heavy Fermi liquid to long-range magnetic-order and unconventional superconducting phases. This book written by William Knafo, an expert in correlated-electron physics, proposes a systematic and thorough review on the experimental advances in the study of magnetism in heavy-fermion metals over the last decades. The phase diagrams of these quantum materials under multiple sets of tuning parameters, the questions of the dual localized-itinerant nature of the f-electrons and of the critical role of magnetic fluctuations, in relation with nearby quantum magnetic phase transitions and the stabilization of superconductivity, are carefully addressed.

Magnetism Of Heavy-fermion Metals

Quantum Hydrodynamics and Turbulence

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