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Mathematics of particle-wave mechanical systems / / James M. Hill
Mathematics of particle-wave mechanical systems / / James M. Hill
Autore Hill James M.
Pubbl/distr/stampa Cham, Switzerland : , : Springer, , [2022]
Descrizione fisica 1 online resource (388 pages)
Disciplina 530.15
Soggetto topico Mathematical physics
Special relativity (Physics)
Física matemàtica
Relativitat especial (Física)
Soggetto genere / forma Llibres electrònics
ISBN 9783031197932
9783031197925
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Nota di contenuto Intro -- Author's Foreword -- Contents -- 1 Introduction -- 1.1 Introduction -- 1.2 General Introduction -- 1.3 Special Relativity -- 1.4 Quantum Mechanics -- 1.5 de Broglie Particle-Wave Mechanics -- 1.6 Plan of Text -- 1.7 Tables of Major Symbols and Basic Equations -- 2 Special Relativity -- 2.1 Introduction -- 2.2 Lorentz Transformations -- 2.3 Einstein Addition of Velocities Law -- 2.4 Lorentz Invariances -- 2.5 Lorentz Invariant Velocity Fields u(x, t) -- 2.6 General Framework for Lorentz Invariances -- 2.7 Integral Invariants of the Lorentz Group -- 2.8 Alternative Validation of Lorentz Invariants -- 2.9 Jacobians of the Lorentz Transformations -- 2.10 Space-Time Transformation x'= ct and t' = x/c -- 2.11 The de Broglie Wave Velocity u'= c2/u -- 2.12 Force and Physical Energy Arising from Work Done -- 2.13 Lorentz Invariant Energy-Momentum Relations -- 2.14 Force Invariance for Constant Velocity Frames -- 2.15 Example: Motion in an Invariant Potential Field -- 2.16 Alternative Energy-Mass Velocity Variation -- 3 General Formulation and Basic Equations -- 3.1 Introduction -- 3.2 Louis Victor de Broglie -- 3.3 James Clerk Maxwell -- 3.4 Four Types of Matter and Variable Rest Mass -- 3.5 Modified Newton's Laws of Motion -- 3.6 Identity for Spatial Physical Force ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (bold f) /StPNE pdfmark [/StBMC pdfmarkfps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 3.7 Assumed Existence of Work Done Function ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (upper W left parenthesis bold x comma t right parenthesis) /StPNE pdfmark [/StBMC pdfmarkW(x, t)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark.
3.8 Forces ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (bold f) /StPNE pdfmark [/StBMC pdfmarkfps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark and g Derivable from a Potential ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (upper V left parenthesis bold x comma t right parenthesis) /StPNE pdfmark [/StBMC pdfmarkV(x, t)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 3.9 Correspondence with Maxwell's Equations -- 3.10 Centrally or Spherically Symmetric Systems -- 3.11 Newtonian Kinetic Energy and Momentum -- 3.12 Newtonian Wave-Like Solution -- 3.13 Newtonian Work Done ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (upper W left parenthesis u comma lamda right parenthesis) /StPNE pdfmark [/StBMC pdfmarkW(u, λ)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark from ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (partial differential f divided by partial differential t equals c squared partial differential g divided by partial differential x) /StPNE pdfmark [/StBMC pdfmark∂f/∂t = c2 ∂g/∂xps: [/EMC pdfmark [/StPop pdf -- 4 Special Results for One Space Dimension -- 4.1 Introduction -- 4.2 Basic Equations -- 4.3 General Reformulations of Basic Equations -- 4.4 Important Identity -- 4.5 Formulation in Terms of Lorentz Invariants -- 4.6 Differential Relations for Invariants ξ and η -- 4.7 de Broglie's Guidance Equation -- 4.8 Vanishing of Force g in Direction of Time -- 4.9 Clairaut's Differential Equation with Parameter u -- 4.10 Hamiltonian for One Space Dimension -- 4.11 Lagrangian for One Space Dimension -- 5 Exact Wave-Like Solution -- 5.1 Introduction -- 5.2 Wave-Like Solution -- 5.3 Work Done W(u, λ) from ∂f/∂t = c2 ∂g/∂x -- 5.4 Simple Derivation of Wave-Like Solution -- 5.5 Relation to Solution of Special Relativity -- 5.6 Relation to Hubble Parameter.
5.7 Derivation of Integral for Hubble Formula -- 5.8 Dark Matter and Dark Energy as de Broglie States -- 6 Derivations and Formulae -- 6.1 Introduction -- 6.2 Derivation of Wave-Like Solution -- 6.3 Expressions for de Broglie Wave Energy -- 6.4 de Broglie Wave Energy for Particular λ -- 6.5 Alternative Approach to Evaluation of Integrals -- 6.6 Alternative Derivation for Wave Energy -- 6.7 Alternative Derivation of Exact Solution -- 6.8 Yet Another Approach to Evaluation of Integrals -- 7 Lorentz and Other Invariances -- 7.1 Introduction -- 7.2 Force Invariance Under Lorentz Transformations -- 7.3 Lorentz Invariance of ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (d script upper E divided by d p) /StPNE pdfmark [/StBMC pdfmarkd E/dpps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark or ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (d script upper E divided by d xi) /StPNE pdfmark [/StBMC pdfmarkdE/dξps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 7.4 Lorentz Invariance of Forces -- 7.5 Functional Dependence of Forces -- 7.6 Transformation x'= ct and t' = x/c -- 7.7 Force Invariance Under Superluminal Lorentz Frames -- 7.8 Particle and Wave Energies and Momenta -- 8 Further Results for One Space Dimension -- 8.1 Introduction -- 8.2 Wave Equation General Solution -- 8.3 Trivial Solution Only for Zero Spatial Force -- 8.4 Nontrivial Solutions for Zero Spatial Force -- 8.5 Generalisation of Wave-Like Solution -- 8.6 Solutions with Non-constant Rest Mass -- 8.7 Formulation for Variable Rest Mass.
8.8 Characteristics ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (alpha equals c t plus x) /StPNE pdfmark [/StBMC pdfmarkα= ct + xps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark and ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (beta equals c t minus x) /StPNE pdfmark [/StBMC pdfmarkβ= ct - xps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 8.9 p(x, t) and ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (script upper E left parenthesis x comma t right parenthesis) /StPNE pdfmark [/StBMC pdfmarkE(x, t)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark Assumed Independent Variables -- 9 Centrally Symmetric Mechanical Systems -- 9.1 Introduction -- 9.2 Basic Equations with Spherical Symmetry -- 9.3 General Solutions for ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (script upper E left parenthesis r comma t right parenthesis) /StPNE pdfmark [/StBMC pdfmarkE(r, t)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark and p(r, t) -- 9.4 Conservation of Energy ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (e plus script upper E plus upper V equals) /StPNE pdfmark [/StBMC pdfmarke + E + V = ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark Constant -- 9.5 Fundamental Identity for f and g -- 9.6 ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (f equals plus or minus c left parenthesis g minus 2 p divided by r right parenthesis) /StPNE pdfmark [/StBMC pdfmarkf = c(g -2p/r)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark Implies e0 Is Zero -- 9.7 Newtonian Gravitation and Schwarzschild Radius -- 9.8 Pseudo-Newtonian Gravitational Potential -- 9.9 Dark Matter-Dark Energy and Four Types of Matter.
9.10 Positive Energy (I) e = (e02 + (pc)2)1/2, ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (e 0 not equals 0) /StPNE pdfmark [/StBMC pdfmarke0 ≠0ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 9.11 Negative Energy (II) e = - (e02 + (pc)2)1/2, ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (e 0 not equals 0) /StPNE pdfmark [/StBMC pdfmarke0≠0ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 9.12 Positive Energy (III) e = pc, e0 = 0 -- 9.13 Negative Energy (IV) e = -pc, e0 = 0 -- 9.14 Similarity Stretching Solutions of Wave Equation -- 9.15 Some Examples Involving the Dirac Delta Function -- 9.16 Calculation Details for Similarity Solutions -- 9.17 de Broglie's Centrally Symmetric Guidance Formula -- 10 Relation with Quantum Mechanics -- 10.1 Introduction -- 10.2 Quantum Mechanics and Schrödinger Wave Equation -- 10.3 Group Velocity and de Broglie Waves -- 10.4 Lorentz Invariants ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (xi equals e x minus c squared p t) /StPNE pdfmark [/StBMC pdfmarkξ= ex - c2 ptps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark and ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (eta equals p x minus e t) /StPNE pdfmark [/StBMC pdfmarkη= px - etps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 10.5 Klein-Gordon Partial Differential Equation -- 10.6 Alternative Klein-Gordon-Schrödinger Equation -- 10.7 General Wave Structure of Solutions of Wave Equation -- 10.8 Wave Solutions of Klein-Gordon Equation -- 10.9 Time-Dependent Dirac Equation for Free Particle -- 11 Coordinate Transformations, Tensors and General Relativity -- 11.1 Summation Convention and Cartesian Tensors -- 11.2 Alternative Derivation of Basic Identity -- 11.3 General Curvilinear Coordinates -- 11.4 Partial Covariant Differentiation -- 11.5 Illustration for Single Space Dimension.
11.6 Formulae for Ricci and Einstein Tensors.
Record Nr. UNINA-9910633911203321
Hill James M.  
Cham, Switzerland : , : Springer, , [2022]
Materiale a stampa
Lo trovi qui: Univ. Federico II
Opac: Controlla la disponibilità qui
Mathematics of particle-wave mechanical systems / / James M. Hill
Mathematics of particle-wave mechanical systems / / James M. Hill
Autore Hill James M.
Pubbl/distr/stampa Cham, Switzerland : , : Springer, , [2022]
Descrizione fisica 1 online resource (388 pages)
Disciplina 530.15
Soggetto topico Mathematical physics
Special relativity (Physics)
Física matemàtica
Relativitat especial (Física)
Soggetto genere / forma Llibres electrònics
ISBN 9783031197932
9783031197925
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Nota di contenuto Intro -- Author's Foreword -- Contents -- 1 Introduction -- 1.1 Introduction -- 1.2 General Introduction -- 1.3 Special Relativity -- 1.4 Quantum Mechanics -- 1.5 de Broglie Particle-Wave Mechanics -- 1.6 Plan of Text -- 1.7 Tables of Major Symbols and Basic Equations -- 2 Special Relativity -- 2.1 Introduction -- 2.2 Lorentz Transformations -- 2.3 Einstein Addition of Velocities Law -- 2.4 Lorentz Invariances -- 2.5 Lorentz Invariant Velocity Fields u(x, t) -- 2.6 General Framework for Lorentz Invariances -- 2.7 Integral Invariants of the Lorentz Group -- 2.8 Alternative Validation of Lorentz Invariants -- 2.9 Jacobians of the Lorentz Transformations -- 2.10 Space-Time Transformation x'= ct and t' = x/c -- 2.11 The de Broglie Wave Velocity u'= c2/u -- 2.12 Force and Physical Energy Arising from Work Done -- 2.13 Lorentz Invariant Energy-Momentum Relations -- 2.14 Force Invariance for Constant Velocity Frames -- 2.15 Example: Motion in an Invariant Potential Field -- 2.16 Alternative Energy-Mass Velocity Variation -- 3 General Formulation and Basic Equations -- 3.1 Introduction -- 3.2 Louis Victor de Broglie -- 3.3 James Clerk Maxwell -- 3.4 Four Types of Matter and Variable Rest Mass -- 3.5 Modified Newton's Laws of Motion -- 3.6 Identity for Spatial Physical Force ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (bold f) /StPNE pdfmark [/StBMC pdfmarkfps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 3.7 Assumed Existence of Work Done Function ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (upper W left parenthesis bold x comma t right parenthesis) /StPNE pdfmark [/StBMC pdfmarkW(x, t)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark.
3.8 Forces ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (bold f) /StPNE pdfmark [/StBMC pdfmarkfps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark and g Derivable from a Potential ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (upper V left parenthesis bold x comma t right parenthesis) /StPNE pdfmark [/StBMC pdfmarkV(x, t)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 3.9 Correspondence with Maxwell's Equations -- 3.10 Centrally or Spherically Symmetric Systems -- 3.11 Newtonian Kinetic Energy and Momentum -- 3.12 Newtonian Wave-Like Solution -- 3.13 Newtonian Work Done ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (upper W left parenthesis u comma lamda right parenthesis) /StPNE pdfmark [/StBMC pdfmarkW(u, λ)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark from ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (partial differential f divided by partial differential t equals c squared partial differential g divided by partial differential x) /StPNE pdfmark [/StBMC pdfmark∂f/∂t = c2 ∂g/∂xps: [/EMC pdfmark [/StPop pdf -- 4 Special Results for One Space Dimension -- 4.1 Introduction -- 4.2 Basic Equations -- 4.3 General Reformulations of Basic Equations -- 4.4 Important Identity -- 4.5 Formulation in Terms of Lorentz Invariants -- 4.6 Differential Relations for Invariants ξ and η -- 4.7 de Broglie's Guidance Equation -- 4.8 Vanishing of Force g in Direction of Time -- 4.9 Clairaut's Differential Equation with Parameter u -- 4.10 Hamiltonian for One Space Dimension -- 4.11 Lagrangian for One Space Dimension -- 5 Exact Wave-Like Solution -- 5.1 Introduction -- 5.2 Wave-Like Solution -- 5.3 Work Done W(u, λ) from ∂f/∂t = c2 ∂g/∂x -- 5.4 Simple Derivation of Wave-Like Solution -- 5.5 Relation to Solution of Special Relativity -- 5.6 Relation to Hubble Parameter.
5.7 Derivation of Integral for Hubble Formula -- 5.8 Dark Matter and Dark Energy as de Broglie States -- 6 Derivations and Formulae -- 6.1 Introduction -- 6.2 Derivation of Wave-Like Solution -- 6.3 Expressions for de Broglie Wave Energy -- 6.4 de Broglie Wave Energy for Particular λ -- 6.5 Alternative Approach to Evaluation of Integrals -- 6.6 Alternative Derivation for Wave Energy -- 6.7 Alternative Derivation of Exact Solution -- 6.8 Yet Another Approach to Evaluation of Integrals -- 7 Lorentz and Other Invariances -- 7.1 Introduction -- 7.2 Force Invariance Under Lorentz Transformations -- 7.3 Lorentz Invariance of ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (d script upper E divided by d p) /StPNE pdfmark [/StBMC pdfmarkd E/dpps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark or ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (d script upper E divided by d xi) /StPNE pdfmark [/StBMC pdfmarkdE/dξps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 7.4 Lorentz Invariance of Forces -- 7.5 Functional Dependence of Forces -- 7.6 Transformation x'= ct and t' = x/c -- 7.7 Force Invariance Under Superluminal Lorentz Frames -- 7.8 Particle and Wave Energies and Momenta -- 8 Further Results for One Space Dimension -- 8.1 Introduction -- 8.2 Wave Equation General Solution -- 8.3 Trivial Solution Only for Zero Spatial Force -- 8.4 Nontrivial Solutions for Zero Spatial Force -- 8.5 Generalisation of Wave-Like Solution -- 8.6 Solutions with Non-constant Rest Mass -- 8.7 Formulation for Variable Rest Mass.
8.8 Characteristics ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (alpha equals c t plus x) /StPNE pdfmark [/StBMC pdfmarkα= ct + xps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark and ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (beta equals c t minus x) /StPNE pdfmark [/StBMC pdfmarkβ= ct - xps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 8.9 p(x, t) and ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (script upper E left parenthesis x comma t right parenthesis) /StPNE pdfmark [/StBMC pdfmarkE(x, t)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark Assumed Independent Variables -- 9 Centrally Symmetric Mechanical Systems -- 9.1 Introduction -- 9.2 Basic Equations with Spherical Symmetry -- 9.3 General Solutions for ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (script upper E left parenthesis r comma t right parenthesis) /StPNE pdfmark [/StBMC pdfmarkE(r, t)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark and p(r, t) -- 9.4 Conservation of Energy ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (e plus script upper E plus upper V equals) /StPNE pdfmark [/StBMC pdfmarke + E + V = ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark Constant -- 9.5 Fundamental Identity for f and g -- 9.6 ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (f equals plus or minus c left parenthesis g minus 2 p divided by r right parenthesis) /StPNE pdfmark [/StBMC pdfmarkf = c(g -2p/r)ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark Implies e0 Is Zero -- 9.7 Newtonian Gravitation and Schwarzschild Radius -- 9.8 Pseudo-Newtonian Gravitational Potential -- 9.9 Dark Matter-Dark Energy and Four Types of Matter.
9.10 Positive Energy (I) e = (e02 + (pc)2)1/2, ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (e 0 not equals 0) /StPNE pdfmark [/StBMC pdfmarke0 ≠0ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 9.11 Negative Energy (II) e = - (e02 + (pc)2)1/2, ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (e 0 not equals 0) /StPNE pdfmark [/StBMC pdfmarke0≠0ps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 9.12 Positive Energy (III) e = pc, e0 = 0 -- 9.13 Negative Energy (IV) e = -pc, e0 = 0 -- 9.14 Similarity Stretching Solutions of Wave Equation -- 9.15 Some Examples Involving the Dirac Delta Function -- 9.16 Calculation Details for Similarity Solutions -- 9.17 de Broglie's Centrally Symmetric Guidance Formula -- 10 Relation with Quantum Mechanics -- 10.1 Introduction -- 10.2 Quantum Mechanics and Schrödinger Wave Equation -- 10.3 Group Velocity and de Broglie Waves -- 10.4 Lorentz Invariants ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (xi equals e x minus c squared p t) /StPNE pdfmark [/StBMC pdfmarkξ= ex - c2 ptps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark and ps: [/EMC pdfmark [/objdef Equ /Subtype /Span /ActualText (eta equals p x minus e t) /StPNE pdfmark [/StBMC pdfmarkη= px - etps: [/EMC pdfmark [/StPop pdfmark [/StBMC pdfmark -- 10.5 Klein-Gordon Partial Differential Equation -- 10.6 Alternative Klein-Gordon-Schrödinger Equation -- 10.7 General Wave Structure of Solutions of Wave Equation -- 10.8 Wave Solutions of Klein-Gordon Equation -- 10.9 Time-Dependent Dirac Equation for Free Particle -- 11 Coordinate Transformations, Tensors and General Relativity -- 11.1 Summation Convention and Cartesian Tensors -- 11.2 Alternative Derivation of Basic Identity -- 11.3 General Curvilinear Coordinates -- 11.4 Partial Covariant Differentiation -- 11.5 Illustration for Single Space Dimension.
11.6 Formulae for Ricci and Einstein Tensors.
Record Nr. UNISA-996499865703316
Hill James M.  
Cham, Switzerland : , : Springer, , [2022]
Materiale a stampa
Lo trovi qui: Univ. di Salerno
Opac: Controlla la disponibilità qui
Modern special relativity : a student's guide with discussions and examples / / Johann Rafelski
Modern special relativity : a student's guide with discussions and examples / / Johann Rafelski
Autore Rafelski Johann
Pubbl/distr/stampa Cham, Switzerland : , : Springer, , [2022]
Descrizione fisica 1 online resource (466 pages)
Disciplina 530.11
Soggetto topico Special relativity (Physics)
ISBN 9783030543525
9783030543518
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Record Nr. UNINA-9910552747403321
Rafelski Johann  
Cham, Switzerland : , : Springer, , [2022]
Materiale a stampa
Lo trovi qui: Univ. Federico II
Opac: Controlla la disponibilità qui
Modern special relativity : a student's guide with discussions and examples / / Johann Rafelski
Modern special relativity : a student's guide with discussions and examples / / Johann Rafelski
Autore Rafelski Johann
Pubbl/distr/stampa Cham, Switzerland : , : Springer, , [2022]
Descrizione fisica 1 online resource (466 pages)
Disciplina 530.11
Soggetto topico Special relativity (Physics)
ISBN 9783030543525
9783030543518
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Record Nr. UNISA-996466840603316
Rafelski Johann  
Cham, Switzerland : , : Springer, , [2022]
Materiale a stampa
Lo trovi qui: Univ. di Salerno
Opac: Controlla la disponibilità qui
Newton to Einstein : the trail of light : an excursion to the wave-particle duality and the special theory of relativity / Ralph Baierlein
Newton to Einstein : the trail of light : an excursion to the wave-particle duality and the special theory of relativity / Ralph Baierlein
Autore Baierlein, Ralph
Pubbl/distr/stampa Cambridge [England] ; New York : Cambridge University Press, 1992
Descrizione fisica xvi, 329 p. : ill. ; 26 cm
Disciplina 535/.1
Soggetto topico Wave-particle duality
Special relativity (Physics)
ISBN 9780521423236 (pbk.)
Classificazione LC QC476.W38
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Record Nr. UNISALENTO-991003820519707536
Baierlein, Ralph  
Cambridge [England] ; New York : Cambridge University Press, 1992
Materiale a stampa
Lo trovi qui: Univ. del Salento
Opac: Controlla la disponibilità qui
Poincaré, Einstein and the Discovery of Special Relativity [[electronic resource] ] : An End to the Controversy / / by Jean-Marc Ginoux
Poincaré, Einstein and the Discovery of Special Relativity [[electronic resource] ] : An End to the Controversy / / by Jean-Marc Ginoux
Autore Ginoux Jean-Marc
Edizione [1st ed. 2024.]
Pubbl/distr/stampa Cham : , : Springer Nature Switzerland : , : Imprint : Springer, , 2024
Descrizione fisica 1 online resource (150 pages)
Disciplina 530.11
Collana History of Physics
Soggetto topico Physics - History
Special relativity (Physics)
Science - History
History of Physics and Astronomy
Special Relativity
History of Science
ISBN 3-031-51387-8
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Nota di contenuto Introduction -- From Luminiferous Ether to the Earth's Motion -- Principle of Relativity -- Towards a New Transformation -- Poincaré's New Mechanics -- Poincaré's Note and Memoir -- Einstein's Article of 1905 -- Poincaré's Hypothesis and Results vs. Einstein's -- The Reception of the Special Relativity in Europe -- The Race for the Nobel Prize -- Conclusion.
Record Nr. UNINA-9910847585403321
Ginoux Jean-Marc  
Cham : , : Springer Nature Switzerland : , : Imprint : Springer, , 2024
Materiale a stampa
Lo trovi qui: Univ. Federico II
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The potential of fields in Einstein's Theory of gravitation / Zafar Ahsan
The potential of fields in Einstein's Theory of gravitation / Zafar Ahsan
Autore Ahsan, Zafar
Pubbl/distr/stampa Singapore : Springer Nature, c2019
Descrizione fisica xii, 125 p. : ill. ; 24 cm
Disciplina 530.11
Soggetto topico General relativity (Physics)
Special relativity (Physics)
ISBN 9789811389788
Classificazione 53.1.5
LC QC173.6
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Nota di contenuto Chapter 1. The Tetrad Formalism.- Chapter 2. The Newman-Penrose Formalism.- Chapter 3. The Geroch-Held-Penrose formalism.- Chapter 4. Lanczos potential and tetrad formalism.- Chapter 5. Lanczos potential for algebraically special spacetimes.- Chapter 6. Lanczos potential and perfect fluid spacetimes.- Chapter 7. Lanczos potential for the spacetime solutions.- Chapter 8. Applications of Napier Penrose Formulation
Record Nr. UNISALENTO-991004265227407536
Ahsan, Zafar  
Singapore : Springer Nature, c2019
Materiale a stampa
Lo trovi qui: Univ. del Salento
Opac: Controlla la disponibilità qui
A primer of special relativity [[electronic resource] /] / P.L. Sardesai
A primer of special relativity [[electronic resource] /] / P.L. Sardesai
Autore Sardesai P. L
Pubbl/distr/stampa New Delhi, : New Age International (P) Ltd., Publishers, c2004
Descrizione fisica 1 online resource (190 p.)
Disciplina 530.11
Soggetto topico Special relativity (Physics)
Soggetto genere / forma Electronic books.
ISBN 1-281-22441-3
9786611224417
81-224-2327-2
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Nota di contenuto Cover; Preface; Contents; Chapter 1. Pre-Einstein Relativity; Chapter 2. Ether, The Myth and The Truth; Chapter 3. Lorentz Transformations and Some Consequences; Chapter 4. Relativity of Simultaneity, Colocality, Etc.; Chapter 5. Relativity Theory of Some Optical Effects; Chapter 6. Mass, Momentum and Energy; Chapter 7. Relativistic Mechanics; Chapter 8. Four-Vectors; Chapter 9. Relativity and Electromagnetism; Bibliography; Index
Record Nr. UNINA-9910454190103321
Sardesai P. L  
New Delhi, : New Age International (P) Ltd., Publishers, c2004
Materiale a stampa
Lo trovi qui: Univ. Federico II
Opac: Controlla la disponibilità qui
A primer of special relativity [[electronic resource] /] / P.L. Sardesai
A primer of special relativity [[electronic resource] /] / P.L. Sardesai
Autore Sardesai P. L
Pubbl/distr/stampa New Delhi, : New Age International (P) Ltd., Publishers, c2004
Descrizione fisica 1 online resource (190 p.)
Disciplina 530.11
Soggetto topico Special relativity (Physics)
ISBN 1-281-22441-3
9786611224417
81-224-2327-2
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Nota di contenuto Cover; Preface; Contents; Chapter 1. Pre-Einstein Relativity; Chapter 2. Ether, The Myth and The Truth; Chapter 3. Lorentz Transformations and Some Consequences; Chapter 4. Relativity of Simultaneity, Colocality, Etc.; Chapter 5. Relativity Theory of Some Optical Effects; Chapter 6. Mass, Momentum and Energy; Chapter 7. Relativistic Mechanics; Chapter 8. Four-Vectors; Chapter 9. Relativity and Electromagnetism; Bibliography; Index
Record Nr. UNINA-9910782504303321
Sardesai P. L  
New Delhi, : New Age International (P) Ltd., Publishers, c2004
Materiale a stampa
Lo trovi qui: Univ. Federico II
Opac: Controlla la disponibilità qui
A primer of special relativity [[electronic resource] /] / P.L. Sardesai
A primer of special relativity [[electronic resource] /] / P.L. Sardesai
Autore Sardesai P. L
Pubbl/distr/stampa New Delhi, : New Age International (P) Ltd., Publishers, c2004
Descrizione fisica 1 online resource (190 p.)
Disciplina 530.11
Soggetto topico Special relativity (Physics)
ISBN 1-281-22441-3
9786611224417
81-224-2327-2
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Nota di contenuto Cover; Preface; Contents; Chapter 1. Pre-Einstein Relativity; Chapter 2. Ether, The Myth and The Truth; Chapter 3. Lorentz Transformations and Some Consequences; Chapter 4. Relativity of Simultaneity, Colocality, Etc.; Chapter 5. Relativity Theory of Some Optical Effects; Chapter 6. Mass, Momentum and Energy; Chapter 7. Relativistic Mechanics; Chapter 8. Four-Vectors; Chapter 9. Relativity and Electromagnetism; Bibliography; Index
Record Nr. UNINA-9910822632403321
Sardesai P. L  
New Delhi, : New Age International (P) Ltd., Publishers, c2004
Materiale a stampa
Lo trovi qui: Univ. Federico II
Opac: Controlla la disponibilità qui