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    Grundkurs Theoretische Physik 3

    Elektrodynamik

    Grundkurs Theoretische Physik 3
    Elektrodynamik

    Autoren:

    Verlag:
    Springer-Verlag   Weitere Titel dieses Verlages anzeigen

    Auflage: 10. Aufl. 2014
    Erschienen: Dezember 2013
    Seiten: 677
    Sprache: Deutsch
    Preis: 59.99 €
    Illustration: 100 Abbildungen
    Maße: 243x169x38
    Einband: Taschenbuch
    Reihe: Springer-Lehrbuch
    Zum Buch: Book
    ISBN: 9783642379048

    Inhaltsverzeichnis

    1 Mathematische Vorbereitungen.........
    1.1 Diracsche S-Funktion............
    1.2 Taylor-Entwicklung..............
    1.3 Flächenintegrale................
    1.3.1 Orientierte Flächenelemente . . .
    1.3.2 Flächenintegrale...........
    1.4 DifFerenziationsprozesse für Felder . . .
    1.4.1 Integraldarstellung der Divergenz
    1.4.2 Integraldarstellung der Rotation
    1.5 Integralsätze...................
    1.5.1 Der Gauß sehe Satz.........
    1.5.2 Der Stokessche Satz.........
    1.5.3 Die Greenschen Sätze .......
    1.6 Zerlegungs-und Eindeutigkeitssatz . . .
    1.6.1 Zerlegungssatz............
    1.6.2 Eindeutigkeitssatz..........
    1.7 Aufgaben.....................
    Kontrollfragen.....................
    2 Elektrostatik.......................
    2.1 Grundbegriffe..................
    2.1.1 Ladungen und Ströme.......
    2.1.2Coulomb'sches Gesetz, elektrisches Feld57
    2.1.3Maxwell-Gleichungen der Elektrostatik66
    2.1.4Feldverhalten an Grenzflächen70
    2.1.5Elektrostatische Feldenergie72
    2.1.6Aufgaben75
    2.2Einfache elektrostatische Probleme78
    2.2.1Plattenkondensator78
    2.2.2Kugelkondensator81
    2.2.3Zylinderkondensator82
    2.2.4Der Dipol84
    2.2.5Dipolschicht89
    2.2.6Der Quadrupol92
    2.2.7Multip olentwicklung96
    2.2.8Wechselwirkung einer Ladungsverteilung mit einem äußeren Feld100
    2.2.9Aufgaben102
    2.3Randwertprobleme der Elektrostatik106
    2.3.1Formulierung des Randwertproblems106
    2.3.2Klassifikation der Randbedingungen108
    2.3.3Greensche Funktion111
    2.3.4Methode der Bildladungen116
    2.3.5Entwicklung nach orthogonalen Funktionen124
    2.3.6Separation der Variablen129
    2.3.7Lösung der Laplace-Gleichung in Kugelkoordinaten135
    2.3.8Potential einer Punktladung, sphärische Multipolmomente138
    2.3.9Aufgaben142
    2.4Elektrostatik der Dielektrika150
    2.4.1Makroskopische Feldgrößen150
    2.4.2Molekulare Polarisierbarkeit159
    2.4.3Randwertprobleme, elektrostatische Energie163
    2.4.4Aufgaben166
    Kontrollfragen169
    3Magnetostatik173
    3.1Der elektrische Strom175
    3.1.1Elektrischer Strom: geordnete Bewegung elektrischer Ladungen176
    3.1.2Stromstärke/176
    3.1.3Stromdichte j177
    3.1.4Kontinuitätsgleichung177
    3.1.5Ohmsches Gesetz178
    3.1.6Stromfaden181
    3.1.7Elektrische Leistung181
    3.1.8Spezialfall: dünner Draht => Stromfaden182
    3.2Grundlagen der Magnetostatik182
    3.2.1Biot-Savart-Gesetz182
    3.2.2Maxwell-Gleichungen187
    3.2.3Vektorpotential188
    3.2.4Aufgaben190
    3.3Magnetisches Moment193
    3.3.1Magnetische Induktion einer lokalen Stromverteilung193
    3.3.2Kraft und Drehmoment auf eine lokale Stromverteilung197
    3.3.3Aufgaben200
    3.4Magnetostatik in der Materie201
    3.4.1Makroskopische Feldgrößen202
    3.4.2Einteilung der magnetischen Stoffe206
    3.4.3Feldverhalten an Grenzflächen211
    3.4.4Randwertprobleme212
    3.4.5Aufgaben216
    Kontrollfragen219
    Elektrodynamik221
    4.1Maxwell-Gleichungen223
    4.1.1Faraday'sches Induktionsgesetz223
    4.1.2Maxwell's che Ergänzung227
    4.1.3Elektromagnetische Potentiale229
    4.1.4Feldenergie234
    4.1.5Feldimpuls238
    4.1.6Aufgaben241
    4.2Quasistationäre Felder244
    4.2.1Gegen-und Selbstinduktion244
    4.2.2Magnetische Feldenergie250
    4.2.3Wechselströme251
    4.2.4Der Schwingkreis259
    4.2.5Resonanz265
    4.2.6Schaltvorgänge267
    4.2.7Aufgaben270
    4.3Elektromagnetische Wellen274
    4.3.1Homogene Wellengleichung275
    4.3.2Ebene Wellen276
    4.3.3Polarisation ebener Wellen281
    4.3.4Wellenpakete285
    4.3.5Kugelwellen291
    4.3.6Fourier-Reihen, Fourier-Integrale294
    4.3.7Allgemeine Lösung der Wellengleichung303
    4.3.8Energietransport in Wellenfeldern305
    4.3.9Wellenausbreitung in elektrischen Leitern308
    4.3.10Reflexion und Brechung elektromagnetischer Wellen am Isolator316
    4.3.11Interferenz und Beugung330
    4.3.12Kirchhoff'sche Formel333
    4.3.13Beugung am Schirm mit kleiner Öffnung336
    4.3.14Beugung an der Kreisscheibe; Poissonscher Fleck340
    4.3.15Beugung an der kreisförmigen Blende343
    4.3.16Beugung am Kristallgitter345
    4.3.17Übergang von der Wellenoptik zur „geometrischen Optik"352
    4.3.18Aufgaben360
    4.4Elemente der Funktionentheorie369
    4.4.1Zahlenfolgen370
    4.4.2Komplexe Funktionen371
    4.4.3Integralsätze374
    4.4.4Reihen komplexer Funktionen381
    4.4.5Residuensatz391
    4.4.6Aufgaben397
    4.5Erzeugung elektromagnetischer Wellen398
    4.5.1Inhomogene Wellengleichung398
    4.5.2Zeitlich oszillierende Quellen403
    4.5.3Elektrische Dipolstrahlung406
    4.5.4Elektrische Quadrupol-und magnetische Dipolstrahlung411
    4.5.5Bewegte Punktladungen418
    4.5.6Aufgaben429
    Kontrollfragen432
    Lösungen der Übungsaufgaben437
    Sachverzeichnis671