From £32.99
From £32.99
This book explores statistical physics, focusing on subjects from condensed matter to black holes. It discusses gas-liquid transitions, the entropy of earthquakes, the hadronization of the quark-gluon plasma, and the phase diagram of quantum chromodynamics.
This book explores statistical physics, with an emphasis on the distinct character of the statistical motion and difficult subjects, related, mainly, to condensed matter. It discusses the interaction problem in real gases, as well as dimensionality effects and melting. The book shows how to estimate easily the critical temperature of the Ising ferromagnets, the origin of the drag force, how to get an inverse-wind vortex in turbulence, the entropy of the earthquakes, and how the gas-liquid transition occurs. It also describes the hadronization of the quark-gluon plasma, the phase diagram of the quantum chromodynamics, and the thermodynamics of black holes.
Yefremov provides insights into the tight connection between fundamental math and mechanics, demonstrating that quantum, classical, and relativistic mechanics can be regarded as links of a single theoretical chain readily extracted from a simple mathematical medium.
This book presents physical kinetics from a unique angle, deriving the Boltzmann equation from atomic motion using Landau’s elementary excitations. It details the kinetic theory of classical gas and plasma, the lifetime of phonons, and the features of superconductivity.
This book uses complexity research to overcome the categorizations and opposites that limit our descriptions of existence. It offers innovative philosophical insights to arrive at a unified vision of nature and society, governed by the same laws of non-linearity.
This book presents a theory of nonlinear response in charged media, yielding Burnett transport coefficients to model heat and mass flows. It applies these methods to extreme scenarios, from gas-phase nuclear reactors to a spacecraft landing on Mars. For specialists.
Celebrating Paolo Grigolini’s 50-year legacy in non-equilibrium statistical physics. This collection explores his pioneering work on the quantum-classical connection, anomalous diffusion, and new methods for detecting scaling in time series.
This book unveils a systems theory where fractal fluctuations are signatures of quantum-like chaos. Based on statistical physics, the model predicts a distribution that is near-normal for moderate events but exhibits a fat long tail associated with hazardous extreme events.
Explore Boltzmann’s probabilistic theory of heat, covering entropy, the Gibbs distribution, fluctuations, and dissipation. With applications from phase transitions to earthquakes, this book is for students and researchers seeking new ways of investigation in Thermodynamics.
Explore the wave and vibration equation, emphasizing singular solutions and physical content. This book covers applications from tsunamis and storm breakers to the ringing of bells and collapsing towers. For students, researchers, and engineers in physics and applied mathematics.
This book explores quantum-mechanical scattering in macroscopic targets and the conditions for coherent scattering on a macroscopic scale. It introduces coherence domains and examines their role in scattering, emphasizing the momentum and energy transfer to the target.
This book presents physical kinetics from a unique angle, deriving the Boltzmann equation from atomic motion using Landau’s elementary excitations. It details the kinetic theory of classical gas and plasma, the lifetime of phonons, and the features of superconductivity.
This book presents a theory of many interacting fermions, relating Landau’s theory of the normal Fermi liquid to quantum-mechanical effects. It derives the interaction function, investigates the validity of the quasiparticle concept, and estimates the ground-state energy.
This book is devoted to a quasi-classical treatment of quantum transitions, with an emphasis on magnetic and electric dipolar resonance. In addition to known results, it presents parametric resonance for electric dipoles, which may lead to spontaneous electric polarization.
