Fundamentals of plasma physics:
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| Format: | Buch |
| Sprache: | English |
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New York, NY [u.a.]
Springer
2004
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| Ausgabe: | 3. ed. |
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| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | XXIII, 678 S. Ill., graph. Darst. |
| ISBN: | 0387209751 |
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| 245 | 1 | 0 | |a Fundamentals of plasma physics |c J. A. Bittencourt |
| 246 | 1 | 3 | |a Plasma physics |
| 250 | |a 3. ed. | ||
| 264 | 1 | |a New York, NY [u.a.] |b Springer |c 2004 | |
| 300 | |a XXIII, 678 S. |b Ill., graph. Darst. | ||
| 336 | |b txt |2 rdacontent | ||
| 337 | |b n |2 rdamedia | ||
| 338 | |b nc |2 rdacarrier | ||
| 650 | 4 | |a Plasma (Gases ionizados) | |
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| 776 | 0 | 8 | |i Erscheint auch als |n Online-Ausgabe |z 978-1-4757-4030-1 |
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Datensatz im Suchindex
| _version_ | 1804133267916455936 |
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| adam_text | J.A. BITTENCOURT FUNDAMENTALS OF PLASMA PHYSICS THIRD EDITION SPRINGER
CONTENTS PREFACE 1. INTRODUCTION 1. GENERAL PROPERTIES OF PLASMAS 1 1.1
DEFINITION OF A PLASMA 1 1.2 PLASMA AS THE FOURTH STATE OF MATTER 1 1.3
PLASMA PRODUCTION 2 1.4 PARTICLE INTERACTIONS AND COLLECTIVE EFFECTS 3
1.5 SOME BASIC PLASMA PHENOMENA 4 2. CRITERIA FOR THE DEFINITION OF A
PLASMA 6 2.1 MACROSCOPIC NEUTRALITY 6 2.2 DEBYE SHIELDING 7 2.3 THE
PLASMA FREQUENCY 9 3. THE OCCURRENCE OF PLASMAS IN NATURE 11 3.1 THE SUN
AND ITS ATMOSPHERE 13 3.2 THE SOLAR WIND 13 3.3 THE MAGNETOSPHERE AND
THE VAN ALLEN RADIATION BELTS 14 3.4 THE IONOSPHERE 16 3.5 PLASMAS
BEYOND THE SOLAR SYSTEM 17 4. APPLICATIONS OF PLASMA PHYSICS 17 4.1
CONTROLLED THERMONUCLEAR FUSION 18 4.2 THE MAGNETOHYDRODYNAMIC GENERATOR
22 4.3 PLASMA PROPULSION 23 4.4 OTHER PLASMA DEVICES 23 X FUNDAMENTALS
OF PLASMA PHYSICS 5. THEORETICAL DESCRIPTION OF PLASMA PHENOMENA 25 5.1
GENERAL CONSIDERATIONS ON A SELF-CONSISTENT FORMULATION 25 5.2
THEORETICAL APPROACHES 27 PROBLEMS 28 2. CHARGED PARTICLE MOTION IN AND
UNIFORM ELECTROMAGNET 1. INTRODUCTION 33 2. ENERGY CONSERVATION 34 3.
UNIFORM ELECTROSTATIC FIELD 36 4. UNIFORM MAGNETOSTATIC FIELD 37 4.1
FORMAL SOLUTION OF THE EQUATION OF MOTION 37 4.2 SOLUTION IN CARTESIAN
COORDINATES 40 4.3 MAGNETIC MOMENT 44 4.4 MAGNETIZATION CURRENT 46 5.
UNIFORM ELECTROSTATIC AND MAGNETOSTATIC FIELDS 49 5.1 FORMAL SOLUTION OF
THE EQUATION OF MOTION 49 5.2 SOLUTION IN CARTESIAN COORDINATES 52 6.
DRIFT DUE TO AN EXTERNAL FORCE 54 PROBLEMS 56 3. CHARGED PARTICLE MOTION
IN NONUNIFORM MAGNETOSTATIC F16L0# 1. INTRODUCTION 59 2. SPATIAL
VARIATION OF THE MAGNETIC FIELD 61 2.1 DIVERGENCE TERMS 62 2.2 GRADIENT
AND CURVATURE TERMS 64 2.3 SHEAR TERMS 65 3. EQUATION OF MOTION IN THE
FIRST-ORDER APPROXIMATION 66 4. AVERAGE FORCE OVER ONE GYRATION PERIOD
68 4.1 PARALLEL FORCE 70 4.2 PERPENDICULAR FORCE 72 4.3 TOTAL AVERAGE
FORCE 73 CONTENTS XI 5. GRADIENT DRIFT 74 6. PARALLEL ACCELERATION OF
THE GUIDING CENTER 74 6.1 INVARIANCE OF THE ORBITAL MAGNETIC MOMENT AND
OF THE MAGNETIC FLUX 75 6.2 MAGNETIC MIRROR EFFECT 77 6.3 THE
LONGITUDINAL ADIABATIC INVARIANT 81 7. CURVATURE DRIFT 84 8. COMBINED
GRADIENT-CURVATURE DRIFT 87 PROBLEMS 89 4. CHARGED PARTICLE MOTION IN,
;,* ^ TIME-VARYING ELECTROMAGNET^FC 1. INTRODUCTION 95 2. SLOWLY
TIME-VARYING ELECTRIC FIELD 95 2.1 EQUATION OF MOTION AND POLARIZATION
DRIFT 95 2.2 PLASMA DIELECTRIC CONSTANT 97 3. ELECTRIC FIELD WITH
ARBITRARY TIME VARIATION 100 3.1 SOLUTION OF THE EQUATION OF MOTION 100
3.2 PHYSICAL INTERPRETATION 102 3.3 MOBILITY DYAD 105 3.4 PLASMA
CONDUCTIVITY DYAD 105 3.5 CYCLOTRON RESONANCE 106 4. TIME-VARYING
MAGNETIC FIELD AND SPACE-VARYING ELECTRIC FIELD 108 4.1 EQUATION OF
MOTION AND ADIABATIC INVARIANTS 108 4.2 MAGNETIC HEATING OF A PLASMA 112
5. SUMMARY OF GUIDING CENTER DRIFTS AND CURRENT DENSITIES 115 5.1
GUIDING CENTER DRIFTS 115 5.2 CURRENT DENSITIES 115 PROBLEMS 116 XII
FUNDAMENTALS OF PLASMA PHYSICS 1. INTRODUCTION 122 2. PHASE SPACE 123
2.1 SINGLE-PARTICLE PHASE SPACE 123 2.2 MANY-PARTICLE PHASE SPACE 123
2.3 VOLUME ELEMENTS 124 3. DISTRIBUTION FUNCTION 126 4. NUMBER DENSITY
AND AVERAGE VELOCITY 128 5. THE BOLTZMANN EQUATION 129 5.1 COLLISIONLESS
BOLTZMANN EQUATION 129 5.2 JACOBIAN OF THE TRANSFORMATION IN PHASE SPACE
132 5.3 EFFECTS OF PARTICLE INTERACTIONS 133 6. RELAXATION MODEL FOR THE
COLLISION TERM 135 7. THE VLASOV EQUATION 136 PROBLEMS 138 6. AVERAGE
VALUES AND MACROSCOPIC VARIABLES -7$JJML 1. AVERAGE VALUE OF A
PHYSICAL QUANTITY 141 2. AVERAGE VELOCITY AND PECULIAR VELOCITY 142 3.
FLUX 143 4. PARTICLE CURRENT DENSITY 146 5. MOMENTUM FLOW DYAD OR TENSOR
147 6. PRESSURE DYAD OR TENSOR 148 6.1 CONCEPT OF PRESSURE 148 6.2 FORCE
PER UNIT AREA 149 6.3 FORCE PER UNIT VOLUME 151 6.4 SCALAR PRESSURE AND
ABSOLUTE TEMPERATURE 152 7. HEAT FLOW VECTOR 154 8. HEAT FLOW TRIAD 154
9. TOTAL ENERGY FLUX TRIAD 155 CONTENTS XIII 10. HIGHER MOMENTS OF THE
DISTRIBUTION FUNCTION 157 PROBLEMS 157 7. THE EQUILIBRIUM STATE 1. THE
EQUILIBRIUM STATE DISTRIBUTION FUNCTION 161 1.1 THE GENERAL PRINCIPLE OF
DETAILED BALANCE AND BINARY COLLISIONS 162 1.2 SUMMATION INVARIANTS 164
1.3 MAXWELL-BOLTZMANN DISTRIBUTION FUNCTION 165 1.4 DETERMINATION OF THE
CONSTANT COEFFICIENTS 166 1.5 LOCAL MAXWELL-BOLTZMANN DISTRIBUTION
FUNCTION 169 2. THE MOST PROBABLE DISTRIBUTION 169 3. MIXTURE OF VARIOUS
PARTICLE SPECIES 170 4. PROPERTIES OF THE MAXWELL-BOLTZMANN DISTRIBUTION
FUNCTION 171 4.1 DISTRIBUTION OF A VELOCITY COMPONENT 171 4.2
DISTRIBUTION OF SPEEDS 174 4.3 MEAN VALUES RELATED TO THE MOLECULAR
SPEEDS 176 4.4 DISTRIBUTION OF THERMAL KINETIC ENERGY 178 4.5 RANDOM
PARTICLE FLUX 178 4.6 KINETIC PRESSURE AND HEAT FLUX 181 5. EQUILIBRIUM
IN THE PRESENCE OF AN EXTERNAL FORCE 181 6. DEGREE OF IONIZATION IN
EQUILIBRIUM AND THE SAHA EQUATION 184 PROBLEMS 187 8. MACROSCOPIC
TRANSPORT EQUATIONS V Y*% 1. MOMENTS OF THE BOLTZMANN EQUATION 193
2. GENERAL TRANSPORT EQUATION 194 3. CONSERVATION OF MASS 197 3.1
DERIVATION OF THE CONTINUITY EQUATION 197 3.2 DERIVATION BY THE METHOD
OF FLUID DYNAMICS 198 3.3 THE COLLISION TERM 200 XIV FUNDAMENTALS OF
PLASMA PHYSICS 4. CONSERVATION OF MOMENTUM 200 4.1 DERIVATION OF THE
EQUATION OF MOTION 200 4.2 THE COLLISION TERM 203 5. CONSERVATION OF
ENERGY 204 5.1 DERIVATION OF THE ENERGY TRANSPORT EQUATION 204 5.2
PHYSICAL INTERPRETATION 207 5.3 SIMPLIFYING APPROXIMATIONS 207 6. THE
COLD PLASMA MODEL 210 7. THE WARM PLASMA MODEL 211 PROBLEMS 212 9.
MACROSCOPIC EQUATIONS 11II MM I INIIYI||)LJLLIWLLILILLLLMLLLM 1.
MACROSCOPIC VARIABLES FOR A PLASMA AS A CONDUCTING FLUID 219 2.
CONTINUITY EQUATION 222 3. EQUATION OF MOTION 223 4. ENERGY EQUATION 224
5. ELECTRODYNAMIC EQUATIONS FOR A CONDUCTING FLUID 227 5.1 MAXWELL CURL
EQUATIONS 228 5.2 CONSERVATION OF ELECTRIC CHARGE 228 5.3 GENERALIZED
OHM S LAW 229 6. SIMPLIFIED MAGNETOHYDRODYNAMIC EQUATIONS 234 PROBLEMS
236 1. INTRODUCTION 238 2. THE LANGEVIN EQUATION 238 3. LINEARIZATION OF
THE LANGEVIN EQUATION 240 4. DC CONDUCTIVITY AND ELECTRON MOBILITY 242
4.1 ISOTROPIC PLASMA 242 4.2 ANISOTROPIC MAGNETOPLASMA 243. CONTENTS XV
5. AC CONDUCTIVITY AND ELECTRON MOBILITY 247 6. CONDUCTIVITY WITH ION
MOTION 249 7. PLASMA AS A DIELECTRIC MEDIUM 250 8. FREE ELECTRON
DIFFUSION 251 9. ELECTRON DIFFUSION IN A MAGNETIC FIELD 254 10.
AMBIPOLAR DIFFUSION 256 11. DIFFUSION IN A FULLY IONIZED PLASMA 260
PROBLEMS 262 11. SOME BASIC PLASMA PHENOMENA 1. ELECTRON PLASMA
OSCILLATIONS 269 2. THE DEBYE SHIELDING PROBLEM 273 3. DEBYE SHIELDING
USING THE VLASOV EQUATION 278 4. PLASMA SHEATH 279 4.1 PHYSICAL
MECHANISM 280 4.2 ELECTRIC POTENTIAL ON THE WALL 281 4.3 INNER STRUCTURE
OF THE PLASMA SHEATH 282 5. PLASMA PROBE 288 PROBLEMS 291 12. SIMPLE
APPLICATIONS OF MAGF 1. FUNDAMENTAL EQUATIONS OF MAGNETOHYDRODYNAMICS
299 1.1 PARKER MODIFIED MOMENTUM EQUATION 300 1.2 THE DOUBLE ADIABATIC
EQUATIONS OF CHEW, GOLDBERGER, AND LOW (CGL) 302 1.3 SPECIAL CASES OF
THE DOUBLE ADIABATIC EQUATIONS 305 1.4 ENERGY INTEGRAL 307 2. MAGNETIC
VISCOSITY AND REYNOLDS NUMBER 309 3. DIFFUSION OF MAGNETIC FIELD LINES
311 XVI FUNDAMENTALS OF PLASMA PHYSICS 4. FREEZING OF MAGNETIC FIELD
LINES TO THE PLASMA 312 5. MAGNETIC PRESSURE 316 6. ISOBARIC SURFACES
318 7. PLASMA CONFINEMENT IN A MAGNETIC FIELD 319 PROBLEMS 322 13. THE
PINCH EFFECT .. -V : . ,:C-;./I 1. INTRODUCTION 325 2. THE EQUILIBRIUM
PINCH 326 3. THE BENNETT PINCH 332 4. DYNAMIC MODEL OF THE PINCH 335 5.
INSTABILITIES IN A PINCHED PLASMA COLUMN 341 6. THE SAUSAGE INSTABILITY
342 7. THE KINK INSTABILITY 345 8. CONVEX FIELD CONFIGURATIONS 346
PROBLEMS 348 14. ELECTROMAGNETIC WAVES IN T^WA& ^$M?MMTH 1. THE WAVE
EQUATION 351 2. SOLUTION IN PLANE WAVES 351 3. HARMONIC WAVES 354 4.
POLARIZATION 358 5. ENERGY FLOW 363 6. WAVE PACKETS AND GROUP VELOCITY
366 PROBLEMS 370 CONTENTS 15- MAGNETOHYDRODYNAMIC WAVES 1. INTRODUCTION
1.1 ALFVEN WAVES 1.2 MAGNETOSONIC WAVES 2. MHD EQUATIONS FOR A
COMPRESSIBLE NONVISCOUS CONDUCTING FLUID 2.1 BASIC EQUATIONS 2.2
DEVELOPMENT OF AN EQUATION FOR THE FLUID VELOCITY 3. PROPAGATION
PERPENDICULAR TO THE MAGNETIC FIELD 4. PROPAGATION PARALLEL TO THE
MAGNETIC FIELD 5. PROPAGATION AT ARBITRARY DIRECTIONS 5.1 PURE ALFVEN
WAVE 5.2 FAST AND SLOW MHD WAVES 5.3 PHASE VELOCITIES 5.4 WAVE NORMAL
SURFACES 6. EFFECT OF DISPLACEMENT CURRENT 6.1 BASIC EQUATIONS 6.2
EQUATION FOR THE FLUID VELOCITY 6.3 PROPAGATION ACROSS THE MAGNETOSTATIC
FIELD 6.4 PROPAGATION ALONG THE MAGNETOSTATIC FIELD 7. DAMPING OF MHD
WAVES 7.1 ALFVEN WAVES 7.2 SOUND WAVES 7.3 MAGNETOSONIC WAVES PROBLEMS
375 376 377 379 379 381 382 383 384 386 387 387 388 390 392 392 393 393
394 395 396 396 397 16. WAVES IN COLD PLASMAS - * * 1. INTRODUCTION 2.
BASIC EQUATIONS OF MAGNETOIONIC THEORY ,3. PLANE WAVE SOLUTIONS AND
LINEARIZATION 4. WAVE PROPAGATION IN ISOTROPIC ELECTRON PLASMAS : 4.1
DERIVATION OF THE DISPERSION RELATION ! 4.2 COLLISIONLESS PLASMA 400
401 402 403 403 405 XVIII FUNDAMENTALS OF PLASMA PHYSICS 4.3
TIME-AVERAGED POYNTING VECTOR 407 4.4 THE EFFECT OF COLLISIONS 410 5.
WAVE PROPAGATION IN MAGNETIZED COLD PLASMAS 413 5.1 DERIVATION OF THE
DISPERSION RELATION 414 5.2 THE APPLETON-HARTREE EQUATION 418 6.
PROPAGATION PARALLEL TO B O 419 7. PROPAGATION PERPENDICULAR TO B O 423
8. PROPAGATION AT ARBITRARY DIRECTIONS 430 8.1 RESONANCES AND REFLECTION
POINTS 430 8.2 WAVE NORMAL SURFACES 432 8.3 THE CM A DIAGRAM 434 9. SOME
SPECIAL WAVE PHENOMENA IN COLD PLASMAS 439 9.1 ATMOSPHERIC WHISTLERS 439
9.2 HELICONS 442 9.3 FARADAY ROTATION 444 PROBLEMS 447 17. WAVES IN WARM
PLASMAS . :,- 1. INTRODUCTION 453 2. WAVES IN A FULLY IONIZED
ISOTROPIC WARM PLASMA 453 2.1 DERIVATION OF THE EQUATIONS FOR THE
ELECTRON AND ION VELOCITIES 453 2.2 LONGITUDINAL WAVES 456 2.3
TRANSVERSE WAVE 458 3. BASIC EQUATIONS FOR WAVES IN A WARM MAGNETOPLASMA
460 4. WAVES IN A WARM ELECTRON GAS IN A MAGNETIC FIELD 462 4.1
DERIVATION OF THE DISPERSION RELATION 462 4.2 WAVE PROPAGATION ALONG THE
MAGNETIC FIELD 463 4.3 WAVE PROPAGATION NORMAL TO THE MAGNETIC FIELD 466
4.4 WAVE PROPAGATION AT ARBITRARY DIRECTIONS 469 5. WAVES IN A FULLY
IONIZED WARM MAGNETOPLASMA 470 5.1 DERIVATION OF THE DISPERSION RELATION
471 5.2 WAVE PROPAGATION ALONG THE MAGNETIC FIELD 473 5.3 WAVE
PROPAGATION NORMAL TO THE MAGNETIC FIELD 477 CONTENTS 5.4 WAVE
PROPAGATION AT ARBITRARY DIRECTIONS 6. SUMMARY PROBLEMS 479 479 481 18.
WAVES IN HOT ISOTROPIC PLASMAS 1. INTRODUCTION 2. BASIC EQUATIONS 3.
GENERAL RESULTS FOR A PLANE WAVE IN A HOT ISOTROPIC PLASMA 3.1
PERTURBATION CHARGE DENSITY AND CURRENT DENSITY 3.2 SOLUTION OF THE
LINEARIZED VLASOV EQUATION 3.3 EXPRESSION FOR THE CURRENT DENSITY 3.4
SEPARATION INTO THE VARIOUS MODES 4. ELECTROSTATIC LONGITUDINAL WAVE IN
A HOT ISOTROPIC PLASMA 4.1 DEVELOPMENT OF THE DISPERSION RELATION 4.2
LIMITING CASE OF A COLD PLASMA 4.3 HIGH PHASE VELOCITY LIMIT 4.4
DISPERSION RELATION FOR MAXWELLIAN DISTRIBUTION FUNCTION 4.5 LANDAU
DAMPING 5. TRANSVERSE WAVE IN A HOT ISOTROPIC PLASMA 5.1 DEVELOPMENT OF
THE DISPERSION RELATION 5.2 COLD PLASMA RESULT 5.3 DISPERSION RELATION
FOR MAXWELLIAN DISTRIBUTION FUNCTION 5.4 LANDAU DAMPING OF THE
TRANSVERSE WAVE 6. THE TWO-STREAM INSTABILITY 7. SUMMARY 7.1
LONGITUDINAL MODE 7.2 TRANSVERSE MODE 483 483 485 485 486 488 489 491
491 492 493 494 500 503 503 504 504 505 506 508 508 509 PROBLEMS 510 XX
FUNDAMENTALS OF PLASMA PHYSICS 19. WAVES IN HOT MAGNETIZED PLASMAS *V 1.
INTRODUCTION 515 2. WAVE PROPAGATION ALONG THE MAGNETOSTATIC FIELD IN A
HOT PLASMA 516 2.1 LINEARIZED VLASOV EQUATION 516 2.2 SOLUTION OF THE
LINEARIZED VLASOV EQUATION 517 2.3 PERTURBATION CURRENT DENSITY 522 2.4
SEPARATION INTO THE VARIOUS MODES 524 2.5 LONGITUDINAL PLASMA WAVE 525
2.6 TRANSVERSE ELECTROMAGNETIC WAVES 526 2.7 TEMPORAL DAMPING OF THE
TRANSVERSE ELECTROMAGNETIC WAVES 529 2.8 CYCLOTRON DAMPING OF THE RCP
TRANSVERSE WAVE 531 2.9 INSTABILITIES IN THE RCP TRANSVERSE WAVE 532 3.
WAVE PROPAGATION ACROSS THE MAGNETOSTATIC FIELD IN A HOT PLASMA 534 3.1
SOLUTION OF THE LINEARIZED VLASOV EQUATION 536 3.2 CURRENT DENSITY AND
THE CONDUCTIVITY TENSOR 538 3.3 EVALUATION OF THE INTEGRALS 540 3.4
SEPARATION INTO THE VARIOUS MODES 544 3.5 DISPERSION RELATIONS 545 3.6
THE QUASISTATIC MODE 546 3.7 THE TEM MODE 550 4. SUMMARY 552 4.1
PROPAGATION ALONG BO IN HOT MAGNETOPLASMAS 552 4.2 PROPAGATION ACROSS B
O IN HOT MAGNETOPLASMAS 553 PROBLEMS 554 20. PARTICLE INTERACTIONS IN
PLASMAS . ..** .V 1. INTRODUCTION 560 2. BINARY COLLISIONS 561 3.
DYNAMICS OF BINARY COLLISIONS 566 4. EVALUATION OF THE SCATTERING ANGLE
569 4.1 TWO PERFECTLY ELASTIC HARD SPHERES 570 CONTENTS 4.2 COULOMB
INTERACTION POTENTIAL 5. CROSS SECTIONS 5.1 DIFFERENTIAL SCATTERING
CROSS SECTION 5.2 TOTAL SCATTERING CROSS SECTION 5.3 MOMENTUM TRANSFER
CROSS SECTION 6. CROSS SECTIONS FOR THE HARD SPHERE MODEL 6.1
DIFFERENTIAL SCATTERING CROSS SECTION 6.2 TOTAL SCATTERING CROSS SECTION
6.3 MOMENTUM TRANSFER CROSS SECTION 7. CROSS SECTIONS FOR THE COULOMB
POTENTIAL 7.1 DIFFERENTIAL SCATTERING CROSS SECTION 7.2 TOTAL SCATTERING
CROSS SECTION 7.3 MOMENTUM TRANSFER CROSS SECTION 8. SCREENING OF THE
COULOMB POTENTIAL PROBLEMS 570 572 574 576 577 578 578 579 579 580 580
581 581 582 586 21. THE BOLTZMANN AND THE FOKKER-PLANCK EQUATIONS?^ 1.
INTRODUCTION 2. THE BOLTZMANN EQUATION 2.1 DERIVATION OF THE BOLTZMANN
COLLISION INTEGRAL 2.2 JACOBIAN OF THE TRANSFORMATION 2.3 ASSUMPTIONS IN
THE DERIVATION OF THE BOLTZMANN COLLISION INTEGRAL 2.4 RATE OF CHANGE OF
A PHYSICAL QUANTITY AS A RESULT OF COLLISIONS 3. THE BOLTZMANN S H
FUNCTION 3.1 BOLTZMANN S H THEOREM 3.2 ANALYSIS OF BOLTZMANN S H THEOREM
3.3 MAXIMUM ENTROPY OR MINIMUM H APPROACH FOR DERIVING THE EQUILIBRIUM
DISTRIBUTION FUNCTION 3.4 MIXTURE OF VARIOUS PARTICLE SPECIES 4.
BOLTZMANN COLLISION TERM FOR A WEAKLY IONIZED PLASMA 589 590 590 594 596
597 598 599 601 604 606 607 XXII FUNDAMENTALS OF PLASMA PHYSICS 4.1
SPHERICAL HARMONIC EXPANSION OF THE DISTRIBUTION FUNCTION 607 4.2
APPROXIMATE EXPRESSION FOR THE BOLTZMANN COLLISION TERM 609 4.3 RATE OF
CHANGE OF MOMENTUM DUE TO COLLISIONS 611 5. THE FOKKER-PLANCK EQUATION
612 5.1 DERIVATION OF THE FOKKER-PLANCK COLLISION TERM 612 5.2 THE
FOKKER-PLANCK COEFFICIENTS FOR COULOMB INTERACTIONS 616 5.3 APPLICATION
TO ELECTRON-ION COLLISIONS 621 PROBLEMS 621 22. TRANSPORT PROCESSES IN
PLASMAS- 1. INTRODUCTION 628 2. ELECTRIC CONDUCTIVITY IN A NONMAGNETIZED
PLASMA 629 2.1 SOLUTION OF THE BOLTZMANN EQUATION 629 2.2 ELECTRIC
CURRENT DENSITY AND CONDUCTIVITY 630 2.3 CONDUCTIVITY FOR MAXWELLIAN
DISTRIBUTION FUNCTION 633 3. ELECTRIC CONDUCTIVITY IN A MAGNETIZED
PLASMA 634 3.1 SOLUTION OF BOLTZMANN EQUATION 634 3.2 ELECTRIC CURRENT
DENSITY AND CONDUCTIVITY 637 4. FREE DIFFUSION 640 4.1 PERTURBATION
DISTRIBUTION FUNCTION 640 4.2 PARTICLE FLUX 641 4.3 FREE DIFFUSION
COEFFICIENT 641 5. DIFFUSION IN A MAGNETIC FIELD 643 5.1 SOLUTION OF
BOLTZMANN EQUATION 643 5.2 PARTICLE FLUX AND DIFFUSION COEFFICIENTS 645
6. HEAT FLOW 647 6.1 GENERAL EXPRESSION FOR THE HEAT FLOW VECTOR 647 6.2
THERMAL CONDUCTIVITY FOR A CONSTANT KINETIC PRESSURE 648 6.3 THERMAL
CONDUCTIVITY FOR THE ADIABATIC CASE 649 PROBLEMS 650 CONTENTS APPENDIX A
USEFUL VECTOR RELATIONS APPENDIX B USEFUL RELATIONS IN CARTESIAN AND IN
CURVILINEAR COORDINATES APPENDIX C PHYSICAL CONSTANTS (MKSA) APPENDIX D
CONVERSION FACTORS FOR PHYSICAL UNITS APPENDIX E SOME IMPORTANT PLASMA
PARAMETERS APPENDIX F APPROXIMATE MAGNITUDES IN SOME TYPICAL PLASMAS
INDEX 655 658 662 663 664 667 669
|
| any_adam_object | 1 |
| author | Bittencourt, José A. |
| author_GND | (DE-588)111136121 |
| author_facet | Bittencourt, José A. |
| author_role | aut |
| author_sort | Bittencourt, José A. |
| author_variant | j a b ja jab |
| building | Verbundindex |
| bvnumber | BV019783106 |
| classification_rvk | UR 8000 |
| ctrlnum | (OCoLC)636977376 (DE-599)BVBBV019783106 |
| dewey-full | 530.44 |
| dewey-hundreds | 500 - Natural sciences and mathematics |
| dewey-ones | 530 - Physics |
| dewey-raw | 530.44 |
| dewey-search | 530.44 |
| dewey-sort | 3530.44 |
| dewey-tens | 530 - Physics |
| discipline | Physik |
| edition | 3. ed. |
| format | Book |
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| genre | (DE-588)4151278-9 Einführung gnd-content (DE-588)4123623-3 Lehrbuch gnd-content |
| genre_facet | Einführung Lehrbuch |
| id | DE-604.BV019783106 |
| illustrated | Illustrated |
| indexdate | 2024-07-09T20:06:00Z |
| institution | BVB |
| isbn | 0387209751 |
| language | English |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-013108997 |
| oclc_num | 636977376 |
| open_access_boolean | |
| owner | DE-20 DE-19 DE-BY-UBM DE-83 DE-11 |
| owner_facet | DE-20 DE-19 DE-BY-UBM DE-83 DE-11 |
| physical | XXIII, 678 S. Ill., graph. Darst. |
| publishDate | 2004 |
| publishDateSearch | 2004 |
| publishDateSort | 2004 |
| publisher | Springer |
| record_format | marc |
| spelling | Bittencourt, José A. Verfasser (DE-588)111136121 aut Fundamentals of plasma physics J. A. Bittencourt Plasma physics 3. ed. New York, NY [u.a.] Springer 2004 XXIII, 678 S. Ill., graph. Darst. txt rdacontent n rdamedia nc rdacarrier Plasma (Gases ionizados) Plasmaphysik (DE-588)4046259-6 gnd rswk-swf (DE-588)4151278-9 Einführung gnd-content (DE-588)4123623-3 Lehrbuch gnd-content Plasmaphysik (DE-588)4046259-6 s DE-604 Erscheint auch als Online-Ausgabe 978-1-4757-4030-1 HEBIS Datenaustausch Darmstadt application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=013108997&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Bittencourt, José A. Fundamentals of plasma physics Plasma (Gases ionizados) Plasmaphysik (DE-588)4046259-6 gnd |
| subject_GND | (DE-588)4046259-6 (DE-588)4151278-9 (DE-588)4123623-3 |
| title | Fundamentals of plasma physics |
| title_alt | Plasma physics |
| title_auth | Fundamentals of plasma physics |
| title_exact_search | Fundamentals of plasma physics |
| title_full | Fundamentals of plasma physics J. A. Bittencourt |
| title_fullStr | Fundamentals of plasma physics J. A. Bittencourt |
| title_full_unstemmed | Fundamentals of plasma physics J. A. Bittencourt |
| title_short | Fundamentals of plasma physics |
| title_sort | fundamentals of plasma physics |
| topic | Plasma (Gases ionizados) Plasmaphysik (DE-588)4046259-6 gnd |
| topic_facet | Plasma (Gases ionizados) Plasmaphysik Einführung Lehrbuch |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=013108997&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
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