Dynamics of Polymeric Liquids, Volume 1 Fluid Mechanics
, by Bird, R. Byron; Armstrong, Robert C.; Hassager, OleNote: Supplemental materials are not guaranteed with Rental or Used book purchases.
- ISBN: 9780471802457 | 047180245X
- Cover: Hardcover
- Copyright: 5/27/1987
Dynamics of Polymeric Liquids, Second Edition Volume 2: Kinetic Theory R. Byron Bird, Charles F. Curtiss, Robert C. Armstrong and Ole Hassager Volume Two deals with the molecular aspects of polymer rheology and fluid dynamics. It is the only book currently available dealing with kinetic theory and its relation to nonlinear rheological properties. Considerable emphasis is given to the connection between kinetic theory results and experimental data. The second edition contains new material on the basis for molecular modeling, the application of phase-space theory to dilute solutions, kinetic theory of melts and melt mixtures, and network theories. 1987 (0 471-80244-1) 450 pp.
About the authors R. Byron Bird is Vilas Professor of Chemical Engineering at the University of Wisconsin-Madison. He is a coauthor of Dynamics of Polymeric Liquids, 2nd Edition, Volume 2 (Wiley 1987), Molecular Theory of Gases and Liquids, (Wiley, 1954), Transport Phenomena, (Wiley, 1960), and several other books. He received his BS in chemical engineering at the University of Illinois in 1947, and his PhD in physical chemistry at the University of Wisconsin in 1950. Robert C. Armstrong is Associate Professor of Chemical Engineering at the Massachusetts Institute of Technology. He is a coauthor of Dynamics of Polymeric Liquids, 2nd Edition, Volume 2 (Wiley, 1987). He received his BChE at Georgia Institute of Technology in 1970 and his PhD at the University of Wisconsin in 1973. Ole Hassager is Lektor at the Danmarks tekniske Højskole in Lyngby, Denmark. He is a coauthor of Dynamics of Polymeric Liquids, 2nd Edition, Volume 2 (Wiley, 1987). He received his MSc in chemical engineering at the Danmarks tekniske Højskole in 1970 and his PhD in chemical engineering at the University of Wisconsin in 1973.
Notes on Notation for Volume 1 | xix | ||||
PART I NEWTONIAN VERSUS NON-NEWTONIAN BEHAVIOR | |||||
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3 | (52) | |||
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3 | (7) | |||
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10 | (2) | |||
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12 | (1) | |||
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12 | (10) | |||
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13 | (1) | |||
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14 | (2) | |||
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16 | (2) | |||
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18 | (2) | |||
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20 | (2) | |||
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22 | (33) | |||
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23 | (6) | |||
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29 | (2) | |||
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31 | (24) | |||
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55 | (44) | |||
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56 | (4) | |||
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60 | (2) | |||
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62 | (7) | |||
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64 | (2) | |||
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66 | (3) | |||
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69 | (3) | |||
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72 | (11) | |||
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83 | (4) | |||
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87 | (5) | |||
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92 | (7) | |||
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99 | (70) | |||
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100 | (3) | |||
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103 | (1) | |||
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104 | (8) | |||
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112 | (20) | |||
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132 | (7) | |||
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139 | (14) | |||
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153 | (16) | |||
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160 | (2) | |||
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162 | (7) | |||
PART II ELEMENTARY CONSTITUTIVE EQUATIONS AND THEIR USE IN SOLVING FLUID DYNAMICS PROBLEMS | |||||
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169 | (86) | |||
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169 | (6) | |||
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175 | (17) | |||
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175 | (4) | |||
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179 | (1) | |||
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180 | (1) | |||
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181 | (3) | |||
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184 | (3) | |||
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187 | (2) | |||
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189 | (3) | |||
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192 | (13) | |||
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202 | (2) | |||
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204 | (1) | |||
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205 | (22) | |||
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210 | (6) | |||
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216 | (2) | |||
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218 | (5) | |||
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223 | (4) | |||
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227 | (6) | |||
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228 | (3) | |||
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231 | (2) | |||
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233 | (22) | |||
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255 | (40) | |||
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256 | (2) | |||
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258 | (6) | |||
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264 | (11) | |||
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264 | (2) | |||
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266 | (1) | |||
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267 | (1) | |||
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268 | (1) | |||
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269 | (1) | |||
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270 | (3) | |||
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273 | (2) | |||
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275 | (7) | |||
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275 | (2) | |||
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277 | (2) | |||
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279 | (3) | |||
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282 | (13) | |||
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283 | (12) | |||
PART III NONLINEAR VISCOELASTIC CONSTITUTIVE EQUATIONS AND THEIR USE IN SOLVING FLUID DYNAMICS PROBLEMS | |||||
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295 | (46) | |||
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296 | (2) | |||
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297 | (1) | |||
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298 | (6) | |||
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299 | (5) | |||
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304 | (7) | |||
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307 | (2) | |||
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309 | (2) | |||
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311 | (5) | |||
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311 | (3) | |||
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314 | (2) | |||
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316 | (9) | |||
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318 | (3) | |||
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321 | (4) | |||
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325 | (16) | |||
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341 | (84) | |||
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342 | (3) | |||
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343 | (1) | |||
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343 | (1) | |||
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344 | (1) | |||
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345 | (5) | |||
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346 | (3) | |||
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349 | (1) | |||
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350 | (19) | |||
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369 | (17) | |||
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369 | (2) | |||
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371 | (6) | |||
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377 | (9) | |||
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386 | (22) | |||
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387 | (13) | |||
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400 | (8) | |||
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408 | (17) | |||
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425 | (54) | |||
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425 | (6) | |||
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429 | (1) | |||
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430 | (1) | |||
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431 | (3) | |||
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432 | (2) | |||
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434 | (21) | |||
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442 | (9) | |||
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451 | (2) | |||
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453 | (1) | |||
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454 | (1) | |||
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455 | (6) | |||
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456 | (2) | |||
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458 | (3) | |||
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461 | (5) | |||
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462 | (2) | |||
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464 | (2) | |||
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466 | (13) | |||
PART IV CONTINUUM MECHANICS AND ITS USE IN SOLVING FLUID DYNAMICS PROBLEMS | |||||
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479 | (30) | |||
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480 | (3) | |||
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483 | (5) | |||
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486 | (2) | |||
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488 | (5) | |||
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489 | (4) | |||
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493 | (4) | |||
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496 | (1) | |||
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497 | (1) | |||
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498 | (11) | |||
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501 | (1) | |||
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502 | (1) | |||
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503 | (6) | |||
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509 | (118) | |||
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510 | (7) | |||
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510 | (2) | |||
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512 | (5) | |||
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517 | (12) | |||
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521 | (3) | |||
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524 | (3) | |||
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527 | (2) | |||
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529 | (6) | |||
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535 | (20) | |||
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539 | (16) | |||
APPENDICES | |||||
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555 | (56) | |||
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556 | (3) | |||
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559 | (5) | |||
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564 | (7) | |||
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571 | (5) | |||
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576 | (1) | |||
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577 | (5) | |||
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582 | (15) | |||
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597 | (10) | |||
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607 | (4) | |||
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611 | (10) | |||
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612 | (1) | |||
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613 | (1) | |||
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614 | (1) | |||
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615 | (1) | |||
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616 | (2) | |||
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618 | (2) | |||
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620 | (1) | |||
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621 | (6) | |||
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622 | (3) | |||
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625 | (2) | |||
Author Index | 627 | (6) | |||
Subject Index | 633 |
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