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    DYNAMIC KERR EFFECT
    The Use and Limits of the Smoluchowski Equation and Nonlinear Inertial Responses

    by J-L Déjardin (Perpignan Univ.)

    This book is conceived as a lecture course on the theory of dielectric and Kerr effect relaxation in molecular fluids. It is based on seminars and lectures to final year graduate students and students preparing for a Ph.D. The book comprises the following: the rotational diffusion equation; perturbative solution obtained from convolution products; Kerr effect response in pulsed electric fields; rotary friction and diffusion coefficients in the case of partial slip conditions; linear detection; electric birefringence in time-varying fields; study of phase angles; the Fokker-Planck–Kramers equation; the role of molecular rotational inertia; and nonlinear dielectric relaxation in coupled electric fields.

    The literature on the subject originates essentially from review articles which, however, are pitched at such a high level that it is very difficult for students to understand. Moreover, a lot of details are missing from the calculations in these fundamental papers. This book therefore attempts, in a more didactic manner, to fill these gaps.

     
    Contents:
    • General Forms of Diffusion Equations
    • Analysis of Rotational Molecular Motion in Kerr Effect Relaxation
    • Kerr Effect in Alternating Fields
    • Influence of Molecular Rotational Inertia
    • Nonlinear Response in Dielectric Relaxation
    • Experimental Methods
     
    Readership: Physicists, chemists, electrical engineers and statisticians.
     
    “The book is highly recommended as textbook for graduate students, but as well as monograph for spectroscopists who are interested in the Dynamic Kerr Effect.”
    F Kremer

    Colloid Polym. Sci.
     
    248pp    Pub. date: Apr 1995  
    ISBN:   978-981-02-1910-9
    981-02-1910-5
       US$51 / £39

     


     

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