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Books in English / Все науки... / Физика

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Spacetime algebra: Mathematical Physics, Clifford Algebra, Special Relativity, Spacetime, P-vector, Multivector, Minkowski Space, Gauge Symmetry, Geometric Algebra

4422.00 руб.*

Spacetime algebra: Mathematical Physics, Clifford Algebra, Special Relativity, Spacetime, P-vector, Multivector, Minkowski Space, Gauge Symmetry, Geometric Algebra

High Quality Content by WIKIPEDIA articles! In mathematical physics, spacetime algebra is a name for the Clifford algebra C?1,3(R), which can be particularly closely associated with the geometry of special relativity and relativistic spacetime. It is a linear algebra allowing not just vectors, but also directed quantities associated with particular planes (for example: areas, or rotations) or associated with particular (hyper-)volumes to be combined, as well as rotated, reflected, or Lorentz boosted. It is also the natural parent algebra of spinors in special relativity. These properties allow many of the most important equations in physics to be expressed in particularly simple forms; and can be very helpful towards a more geometrical understanding of their meanings.
Bayesian Bounds for Parameter Estimation and Nonlinear Filtering/Tracking

4286.00 руб.*

Harry L. Van Trees

Bayesian Bounds for Parameter Estimation and Nonlinear Filtering/Tracking

The first comprehensive development of Bayesian Bounds for parameter estimation and nonlinear filtering/tracking Bayesian estimation plays a central role in many signal processing problems encountered in radar, sonar, communications, seismology, and medical diagnosis. There are often highly nonlinear problems for which analytic evaluation of the exact performance is intractable. A widely used technique is to find bounds on the performance of any estimator and compare the performance of various estimators to these bounds. This book provides a comprehensive overview of the state of the art in Bayesian Bounds. It addresses two related problems: the estimation of multiple parameters based on noisy measurements and the estimation of random processes, either continuous or discrete, based on noisy measurements. An extensive introductory chapter provides an overview of Bayesian estimation and the interrelationship and applicability of the various Bayesian Bounds for both...
Crossing the Boundaries: Gauge Dynamics at Strong Coupling Workshop

19041.00 руб.*

Crossing the Boundaries: Gauge Dynamics at Strong Coupling Workshop

Symmetrical Components for Power Systems Engineering (Electrical and Computer Engineering)

12093.00 руб.*

J. Lewis Blackburn

Symmetrical Components for Power Systems Engineering (Electrical and Computer Engineering)

Emphasizing a practical conception of system unbalances, basic circuits, and calculations, this essential reference/text presents the foundations of symmetrical components with a review of per unit (percent), phasors, and polarity--keeping the mathematics as simple as possible throughout. According to IEEE Electrical Insulation Magazine, this book "…provides students and practicing engineers with a fundamental understanding of the method of symmetrical components and its applications in three-phase electrical systems. . .A useful feature of this book. . .is the incorporation of numerous examples in the text and 30 pages of problems."
Analytical Mechanics

5429.00 руб.*

Joseph S. Torok

Analytical Mechanics

A stimulating, modern approach to analytical mechanics Analytical Mechanics with an Introduction to Dynamical Systems offers a much–needed, up–to–date treatment of analytical dynamics to meet the needs of today?s students and professionals. This outstanding resource offers clear and thorough coverage of mechanics and dynamical systems, with an approach that offers a balance between physical fundamentals and mathematical concepts. Exceptionally well written and abundantly illustrated, the book contains over 550 new problems–more than in any other book on the subject–along with user–friendly computational models using MATLAB. Featured topics include: ? An overview of fundamental dynamics, both two– and three–dimensional ? An examination of variational approaches, including Lagrangian theory ? A complete discussion of the dynamics of rotating bodies ? Coverage of the three–dimensional dynamics of rigid bodies ? A detailed treatment of Hamiltonian systems and...
Statistical Orbit Determination

4984.00 руб.*

Bob Schutz, George H. Born, Byron Tapley

Statistical Orbit Determination

Rethinking Physics Second Edition

1140.00 руб.*

Will Oakley

Rethinking Physics Second Edition

In Rethinking Physics Second Edition, gravity is fully explained and Newton's and Einstein's gravitational concepts are reconciled by considering elementary particles as electromagnetic energy localized in the observer domain. A theoretical expression for Newton's gravitational constant, GN, is derived and a major issue in physics, the Large Number Problem, is logically resolved. The electron and proton are shown to be quantum black holes satisfying the Schwarzschild equation, with charge and mass as emergent properties, and give the proton - electron mass ratio of 1836. The Universe mass energy density is derived, giving a value close to observations. Dark Energy and Dark Matter are briefly discussed.
Self-Energy: Theoretical Physics, Quantum Field Theory, Energy, Effective Mass, Electrostatics, Feynman Diagram, Complex Number, Quasiparticle

5168.00 руб.*

Self-Energy: Theoretical Physics, Quantum Field Theory, Energy, Effective Mass, Electrostatics, Feynman Diagram, Complex Number, Quasiparticle

High Quality Content by WIKIPEDIA articles! In theoretical physics and quantum field theory a particle's self-energy ? represents the contribution to the particle's energy, or effective mass, due to interactions between the particle and the system it is part of. For example, in electrostatics the self-energy of a given charge distribution is the energy required to assemble the distribution by bringing in the constituent charges from infinity, where the electric force goes to zero. Mathematically, this energy is equal to the so-called on-the-mass-shell value of the proper self-energy operator (or proper mass operator) in the momentum-energy representation (more precisely, to hbar times this value). In this, or other representations (such as the space-time representation), the self-energy is pictorially (and economically) represented by means of Feynman diagrams, such as the one shown below.
The Grand Design

3336.00 руб.*

Stephen Hawking, Leonard Mlodinow

The Grand Design

"How can we understand the world in which we find ourselves? Over twenty years ago I wrote "A Brief History of Time", to try to explain where the universe came from, and where it is going. But that book left some important questions unanswered. Why is there a universe--why is there something rather than nothing? Why do we exist? Why are the laws of nature what they are? Did the universe need a designer and creator? It was Einstein's dream to discover the grand design of the universe, a single theory that explains everything. However, physicists in Einstein's day hadn't made enough progress in understanding the forces of nature for that to be a realistic goal. And by the time I had begun writing A Brief History of Time, there were still several key advances that had not yet been made that would prevent us from fulfilling Einstein's dream. But in recent years the development of M-theory, the top-down approach to cosmology, and new observations such as those made by satellites...
Non-equilibrium Statistical Thermohydro-dynamics of Turbulence

1736.00 руб.*

Sergey V. Simonenko

Non-equilibrium Statistical Thermohydro-dynamics of Turbulence

A new approach to the theory of the small-scale dissipative turbulence based on non-equilibrium thermodynamics, continuum-mechanics and the statistical physics is developed in the monograph. The classical expression for the macroscopic kinetic energy of a small fluid particle in classical non-equilibrium thermodynamics is generalized by taking into account the local velocity shear related with the rate of strain tensor. The closure relation for the three-dimensional isotropic homogeneous small-scale dissipative turbulence (in an incompressible viscous Newtonian fluid) is founded by combining the classical statistical approaches, the conception of the statistical ensemble and the classical formulation of the law of large numbers. The significance of the new approach is evaluated for laboratory and oceanic stratified turbulence. The practical application of the new approach is shown in physical oceanography. For specialists in non-equilibrium thermodynamics, continuum mechanics,...

Books in English / Все науки... / Физика



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