Magnetic Microhydrodynamics PDF Download
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Author: Bernard Doudin
Publisher: Springer Nature
ISBN: 3031583760
Category :
Languages : en
Pages : 223
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Book Description
Author: Bernard Doudin
Publisher: Springer Nature
ISBN: 3031583760
Category :
Languages : en
Pages : 223
Get Book Here
Book Description
Author: Bernard Doudin
Publisher: Springer
ISBN: 9783031583759
Category : Science
Languages : en
Pages : 0
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Book Description
This open access book presents the most recent advances in the novel, interdisciplinary field of magnetic microhydrodynamics. This emerging area of advanced research combines magnetism with the knowledge of bioinspired local flow control to create novel concepts and technological solutions that could revolutionize the field of microfluidics. Edited and authored by world-recognized leaders in this field, this book covers how the action of magnetic forces on soft matter can result in a richness of possible static and dynamic behavior. The contributions featured in this book introduce timely examples of novel concepts (new fluids and control), processes at interfaces (local probes, electrochemistry), and applications of magnetic soft matter in cell biology, cargo transport, and energy. This book is of great interest to scientists from various backgrounds looking to explore, learn of recent developments, and take part in laying the foundations of an entirely new and dynamic field of research.
Author: Emmanuil G. Sinaiski
Publisher: John Wiley & Sons
ISBN: 3527621814
Category : Science
Languages : en
Pages : 506
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Book Description
Written by experienced practitioners and teachers, this concise and comprehensive treatment on particulate flow covers both the theory as well as applications and examples from the oil and chemical industry. Following a look at the basic concepts of probability theory, the authors goe on to examine the elements of microhydrodynamics, Brownian motion, and real liquids in turbulent flow. Of interest for lecturers in physics, theoretical physicists and chemists, as well as chemical engineers.
Author: Sangtae Kim
Publisher: Courier Corporation
ISBN: 0486317676
Category : Science
Languages : en
Pages : 546
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Book Description
"This book is well organized and comprehensive . . . an eloquent and enduring statement of significant hydrodynamic principles." — AIChE Journal Microhydrodynamics concerns the flow and related phenomena pertinent to the motion of small particles suspended in viscous fluids. This text focuses on determining the motion of a particle or particles through a viscous fluid in bounded and unbounded flow. Its central theme is the mobility relation between particle motion and forces. Microhydrodynamics: Principles and Selected Applications functions as a manual that explains methods for solving particulate flows at low-Reynolds number, from analytical to computational methods. The ever-increasing growth in computational power has resulted in a similar growth in the range of solvable problems in microhydrodynamics. Suitable for graduate students in engineering and applied mathematics, this text treats the mathematical foundations and highlights the interplay of both mathematical and physical insights, guiding readers through single particle theory and problems related to multiparticle analyses.
Author: Dominique Barthes-Biesel
Publisher: CRC Press
ISBN: 1466566914
Category : Science
Languages : en
Pages : 254
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Book Description
Drawing on the author's lectures on fluid mechanics modeling, this text takes a rigorous approach to the topic while maintaining a clear, easy-to-understand style. It deals with the main physical phenomena that occur in slow, inertialess viscous flows commonly encountered in various industrial, biophysical, and natural processes. Suitable for students in chemical or mechanical engineering, bioengineering, and physics, the book discusses a wide variety of topics, including confined flows, complex fluids, and rheology. Each situation is illustrated with examples and multi-part problems that stress analytical solutions and the physical interpretation of the mathematical results.
Author: Michael D. Graham
Publisher: Cambridge University Press
ISBN: 110861440X
Category : Science
Languages : en
Pages : 282
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Book Description
This is an introduction to the dynamics of fluids at small scales, the physical and mathematical underpinnings of Brownian motion, and the application of these subjects to the dynamics and flow of complex fluids such as colloidal suspensions and polymer solutions. It brings together continuum mechanics, statistical mechanics, polymer and colloid science, and various branches of applied mathematics, in a self-contained and integrated treatment that provides a foundation for understanding complex fluids, with a strong emphasis on fluid dynamics. Students and researchers will find that this book is extensively cross-referenced to illustrate connections between different aspects of the field. Its focus on fundamental principles and theoretical approaches provides the necessary groundwork for research in the dynamics of flowing complex fluids.
Author: R. E. Rosensweig
Publisher: Courier Corporation
ISBN: 0486783006
Category : Science
Languages : en
Pages : 369
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Book Description
Clear, comprehensive treatment of behavior and dynamics of magnetic fluids explores electromagnetism and fields, magnetocaloric energy conversion, more. For graduate students and researchers in physics, engineering, and math.
Author: Elmārs Blūms
Publisher: Walter de Gruyter
ISBN: 9783110143904
Category : Science
Languages : en
Pages : 436
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Book Description
Latvian physicists discuss the full range of properties of magnetic fluids as colloidal systems and their interactions with external fields, including the main physical, hydrodynamic, and thermophysical problems. The topics include the magnetic properties of colloidal ferromagnetics, the structure of ferromagnetic colloids, models of magnetizing fluids, quasi- equilibrium hydrodynamics, internal rotations, the transfer of heat and mass, and preparation. Translated from the Russian Magnitnye zhidkosti published by Zinatne Publishing House in Riga, Russia, in 1989. Annotation copyrighted by Book News, Inc., Portland, OR
Author: Akira Satoh
Publisher: CRC Press
ISBN: 1498740928
Category : Science
Languages : en
Pages : 381
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Book Description
The main objective of the book is to highlight the modeling of magnetic particles with different shapes and magnetic properties, to provide graduate students and young researchers information on the theoretical aspects and actual techniques for the treatment of magnetic particles in particle-based simulations. In simulation, we focus on the Monte Carlo, molecular dynamics, Brownian dynamics, lattice Boltzmann and stochastic rotation dynamics (multi-particle collision dynamics) methods. The latter two simulation methods can simulate both the particle motion and the ambient flow field simultaneously. In general, specialized knowledge can only be obtained in an effective manner under the supervision of an expert. The present book is written to play such a role for readers who wish to develop the skill of modeling magnetic particles and develop a computer simulation program using their own ability. This book is therefore a self-learning book for graduate students and young researchers. Armed with this knowledge, readers are expected to be able to sufficiently enhance their skill for tackling any challenging problems they may encounter in future.
Author: Gary Webb
Publisher: Springer
ISBN: 3319725114
Category : Science
Languages : en
Pages : 306
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Book Description
This text focuses on conservation laws in magnetohydrodynamics, gasdynamics and hydrodynamics. A grasp of new conservation laws is essential in fusion and space plasmas, as well as in geophysical fluid dynamics; they can be used to test numerical codes, or to reveal new aspects of the underlying physics, e.g., by identifying the time history of the fluid elements as an important key to understanding fluid vorticity or in investigating the stability of steady flows. The ten Galilean Lie point symmetries of the fundamental action discussed in this book give rise to the conservation of energy, momentum, angular momentum and center of mass conservation laws via Noether’s first theorem. The advected invariants are related to fluid relabeling symmetries – so-called diffeomorphisms associated with the Lagrangian map – and are obtained by applying the Euler-Poincare approach to Noether’s second theorem. The book discusses several variants of helicity including kinetic helicity, cross helicity, magnetic helicity, Ertels’ theorem and potential vorticity, the Hollman invariant, and the Godbillon Vey invariant. The book develops the non-canonical Hamiltonian approach to MHD using the non-canonical Poisson bracket, while also refining the multisymplectic approach to ideal MHD and obtaining novel nonlocal conservation laws. It also briefly discusses Anco and Bluman’s direct method for deriving conservation laws. A range of examples is used to illustrate topological invariants in MHD and fluid dynamics, including the Hopf invariant, the Calugareanu invariant, the Taylor magnetic helicity reconnection hypothesis for magnetic fields in highly conducting plasmas, and the magnetic helicity of Alfvén simple waves, MHD topological solitons, and the Parker Archimedean spiral magnetic field. The Lagrangian map is used to obtain a class of solutions for incompressible MHD. The Aharonov-Bohm interpretation of magnetic helicity and cross helicity is discussed. In closing, examples of magnetosonic N-waves are used to illustrate the role of the wave number and group velocity concepts for MHD waves. This self-contained and pedagogical guide to the fundamentals will benefit postgraduate-level newcomers and seasoned researchers alike.
