Biophysics deals with biological systems, such as proteins, which ful?ll a va- ety of functions in establishing living systems. While the biologistuses mostly a phenomenological description, the physicist tries to ?nd the general c- cepts to classify the materials and dynamics which underly speci?c processes. The phenomena span a wide range, from elementary processes, which can be induced by light excitation of a molecule, to communication of living s- tems. Thus, di?erent methods are appropriate to describe these phenomena. From the point of view of the physicist, this may be Continuum Mechanics to deal with membranes, Hydrodynamics to deal with transportthrough vessels, Bioinformatics to describe evolution, Electrostatics to deal with aspects of binding, Statistical Mechanics to account for temperature and to learn about the role of the entropy, and last but not least Quantum Mechanics to und- stand the electronic structure of the molecular systems involved. As can be seen from the title, Molecular Biophysics, this book will focus on systems for which su?cient information on the molecular level is available.
Compared to crystallizedstandard materials studied in solid-state physics, the biological systems arecharacterizedby verybig unit cells containingproteinswith th- sands of atoms. In addition, there is always a certain amount of disorder, so that the systems can be classi?ed as complex. Surprisingly, the functions like a photocycle or the folding of a protein are highly reproducible, indicating a paradox situation in relation to the concept of maximum entropy production.
Reviews / Votes
From the book reviews:
"This is a good text deriving formulae of interest to Biophysicists, students of mathematics, fellows, and theoretical physicists. The dynamic predicate calculus and differential forms inc. Kramer's Rules and Theorems are defined and further developed in sequential linear theory." (Joseph J. Grenier, Amazon.com, August, 2014)
"Biophysics is a fast growing area at the interface between physics and biology . . The book by Scherer and Fischer is a first attempt in this direction. Their effort is laudable. . The book will be a useful text for students and researchers wanting to go through the mathematical derivations in the theories presented. . this book will attract a group of applied mathematically oriented students and scholars to the exciting field of molecular biophysics." (Hong Qian, Mathematical Reviews, Issue 2012 c)
"Intended for graduate students, Theoretical Molecular Biophysics by Philipp Scherer and Sighart Fischer grew out of a biophysics course taught by the authors in the physics department of the Technical University of Munich. . A striking feature of Theoretical Molecular Biophysics is the large number of equations relative to text . . chapters close with challenging problems whose solutions are provided at the end of the book. . The book closes with an interesting review of molecular-motor models." (H. Richard Leuchtag, Physics Today, May, 2011)
Product info
Previously published in hardcover
Series
Language
Place of publication
Publishing group
Target group
Primary & secondary/elementary & high school
Graduate
Illustrations
247 s/w Abbildungen, 3 farbige Abbildungen
XIII, 371 p. 250 illus., 3 illus. in color.
Dimensions
Height: 235 mm
Width: 155 mm
Thickness: 21 mm
Weight
ISBN-13
978-3-642-26411-5 (9783642264115)
DOI
10.1007/978-3-540-85610-8
Schweitzer Classification
Philipp Scherer received his PhD in experimental and theoretical physics in 1984 with Prof. Wolfgang Kaiser and Prof. Sighart Fischer in Munich. From 1985-1999 he was postdoc at Technische Universität München where he received his habilitation in theoretical physics in 1996. In 2001 and 2003 he spent several months as a visiting scientist at AIST in Tsukuba, Japan. Since 1999 he is lecturer at TUM, from 2006-2008 he was temporary leader of the institute for theoretical biomolecular physics at TUM , since 2008 he is adjunct professor at TUM.
Sighart Fischer received his PhD in theoretical physics in 1965 with Professor F. Hund in Göttingen. From 1966-1969 he was postdoctoral fellow and instructor at Northwestern University and at the University of Chicago. From 1970-1974 he was professor at the Nortwestern University, Evanston, since 1974 Universitätsprofessor für Theoretische Physik at Technische Universität München, and since 2006 he is an emeritus of excellence.
Statistical Mechanics of Biopolymers.- Random Walk Models for the Conformation.- Flory-Huggins Theory for Biopolymer Solutions.- Protein Electrostatics and Solvation.- Implicit Continuum Solvent Models.- Debye-Hückel Theory.- Protonation Equilibria.- Reaction Kinetics.- Formal Kinetics.- Kinetic Theory: Fokker-Planck Equation.- Kramers' Theory.- Dispersive Kinetics.- Transport Processes.- Nonequilibrium Thermodynamics.- Simple Transport Processes.- Ion Transport Through a Membrane.- Reaction-Diffusion Systems.- Reaction Rate Theory.- Equilibrium Reactions.- Calculation of Reaction Rates.- Marcus Theory of Electron Transfer.- Elementry Photophysis.- Molecular States.- Optical Transitions.- The Displaced Harmonic Oscillator Model.- Spectral Diffusion.- Crossing of Two Electronic States.- Dynamics of an Excited State.- Elementry Photoinduced Processes.- Photophysics of Chlorophylls and Carotenoids.- Incoherent Energy Transfer.- Coherent Excitations in Photosynthetic Systems.- Ultrafast Electron Transfer Processes in the Photosynthetic Reaction Center.- Proton Transfer in Biomolecules.- Molecular Motor Models.- Continuous Ratchet Models.- Discrete Ratchet Models.- The Grand Canonical Ensemble.- Time Correlation Function of the Displaced Harmonic Oscillator Model.- The Saddle Point Method.