## Modern theory of polymer solutions |

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### Contents

Introduction | 1 |

The Markoff Method for the General Problem of Random | 8 |

The WangUhlenbeck Method for Multivariate Gaussian | 18 |

Copyright | |

33 other sections not shown

### Common terms and phrases

approximation assumed asymptotic average bond Brownian motion center of mass Chem components configuration consider constant Curve defined density derived determined diffusion equation distribution function eigenvalues evaluated exact excluded volume excluded-volume effect expansion factor expressed first-order perturbation theory Fixman flexible chains fluid friction coefficient Gaussian distribution Gaussian function given by Eq integral equation interactions intramolecular intrinsic viscosity Kirkwood Kurata lattice chain leads linear chain Markoff matrix mean-square end-to-end distance molecular weight molecules normal obtained Oseen tensor P. J. Flory parameter particle partition function perturbation theory Phys plot polymer chain polymer molecule Polymer Sci polystyrene predicted problem Ptitsyn radius radius of gyration random-flight chain respectively result rewritten rotation scattering second virial coefficient Section segments side of Eq solvent species sphere statistical Stockmayer subchain Substitution of Eq tensor theta temperature tion toluene two-parameter theory values vector velocity wormlike chain Yamakawa zero