AIP series in polymers and complex materials | 金沢大学附属図書館 OPAC plus

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AIP series in polymers and complex materials

フォーマット:

図書

責任表示:

editors in chief Ronald Larson, Philip A. Pincus

言語:

英語

出版情報:

Woodbury, NY : American Institute of Physics

著者名:

書誌ID:

BA23120275

子書誌情報

所蔵情報

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詳細

TTLL:

eng

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1 図書 Constitutive equations for polymer melts and solutions Larson, Ronald G. Butterworths	7 電子ブック Polymeric Materials: Surfaces, Interfaces and Bioapplications Fernández-García, Marta; Arrieta, Marina P.; Muñoz-Bonilla, Alexandra; Echeverría, Coro; Sonseca, Agueda MDPI - Multidisciplinary Digital Publishing Institute
2 図書 The structure and rheology of complex fluids Larson, Ronald G. Oxford University Press	8 電子ブック Introduction to Complex Analysis Chirka, Dolbeault, P., Khenkin, G. M., Vitushkin, A. G. Springer Berlin Heidelberg
3 図書 Structure and rheology of molten polymers : from structure to flow behavior and back again Dealy, John M., Read, Daniel J., Larson, Ronald G. Hanser Publishers	9 電子ブック Institute for Materials Research report on Materials Research Symposia Series FY 1966-1975 Johnson, Ronald B. U.S. Dept. of Commerce, National Institute of Standards and Technology
4 図書 Friction and wear in polymer-based materials Belyĭ, Vladimir Alekseevich, Sviridenok, A. I. (Anatoliĭ Ivanovich), Petrokovets, M.I., Savkin, V.G., … Pergamon Press	10 図書 Superconductivity of metals and alloys Gennes, Pierre-Gilles de, Pincus, P. A. W.A. Benjamin
5 電子ブック Multivariable operator theory Curto, Raúl E., Douglas, Ronald G., Pincus, Joel D. American Mathematical Society	11 図書 Materials science and technology series Nowick, Arthur S., Libowitz, George G. Academic Press
6 図書 Handbook of polymer solution thermodynamics Danner, R. P. (Ronald P.), 1939-, High, Martin S., 1959- Design Institute for Physical Property Data, American Institute of Chemical Engineers	12 図書 Several complex variables and complex geometry Summer Research Institute on Several Complex Variables and Complex Geometry, Bedford, Eric, D'Angelo, John P, Greene, … American Mathematical Society