By L. Holliday, I. M. Ward (auth.), I. M. Ward (eds.)

It has develop into more and more obvious that there's a lot to begained from a close knowing of the constitution and houses of polymers within the orientated nation. This booklet reftects the expansion of curiosity during this sector of polymer scienceand makes an attempt to provide the reader an up-to-the-minute viewofthe current place. the person chapters are for the main half self­ contained, and canopy a truly wide selection of themes. it's meant that every of them may still serve the twin objective of an expository creation to the topic and a topical evaluate of contemporary study. it truly is inevitable that there'll be ameliorations of favor and process within the contributions from the several authors. No atternpt has been made to average those transformations, as they serve to demonstrate the variety of methods required to offer the reader a balanced view of the topic. I may still prefer to thank the members for his or her endeavours, and particularly for his or her persistence in accepting adjustments and corrections which make for consistency within the e-book as a complete. 1 am really indebted to Professor Leslie Holliday who initially approached me with the proposition that this type of ebook will be a priceless enterprise and to the publishers who've given me each tips in making its growth as painless as possible.

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D. and Gunn, D. A. (1964). Nature, 202, 381. 8. Carter, G. B. (1970). Rep . Prog . Appl. , 55, 96. 9. Keller, A.... , Folkes, M. , Scalisi, F. P. and Willmouth, F. M. (1971). J. Phys.. 32, C5a, 295. 10. Robertson, R. E. (1965). J. Phys. , 69, 1575. 11. Kargin. V. A. (1966). Special Lectures presented at the International Symposium on Macromolecular Chem. in Prague 1965, Butterworth, London, p. 35. 12. Ward, 1. M. (1962). Proc. Phys. Suc. , SO, 1176. 13. Faucher, J. A. and Reding, F. P. (1965). In Crystalline Olefin Polymers, (Ed.

In practice an abbreviated notation is often used in which ep = Spq(1 q (1p = Cpqe q where Spq and C pq are the eompliance and stiffness matriees respectively, and p, q take the values 1, 2, ... , 6. )' For simplicity, the elastic properties are usually referred to a set 01' eartesian co-ordinate axes which coincide with symmetry axes in the material. e. Spqmn = apjaqjamkanlS,jkl and we have Se = sin" eS ll ll +eos 4 0 S 3333 + 2sin 2 Oeos20SU 33 +4sin 2 OCOS20S1313 In the abbreviated notation this equation beeomes Se = sin 40S11 + cos 4 OS 33 +(2S13+S44)sin 2 Oeos 2 0 The Young's modulus in a direction making an angle 0 with the draw direction is E e = I/Se.

Phil. Mag. , 2, 1171. 16. TiIl, P. H. (1957). J. Polymer Sei. , 24, 301. 17. Mandelkern, L. (1970). In Progress in Polymer Seience, (Ed. A D. Jenkins), Vol. 2, pp. 165 et. , Pergamon Press, Oxford. 18. Keller, A. (1968). Prog. Rep. Phys. , 31, 623. 19. Palmer, R. P. and Cobbold , A. J. (1964). Makromol. Chem. , 74, 174. 20. Sharples, A. (1966). Introduction to Polymer Crystallisation, Arnold, London, p. 25. 21. Anderson, F. R. (1964). J. Appl. , 35, 64. 22. Wunderlich, B. and Arakawa, T. (1964).

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