Properties of Polymers: Their Correlation with Chemical Structure; their Numerical Estimation and Prediction from Additive Group ContributionsThis authoritative, widely cited book has been used all over the world. Properties of Polymers, Fourth Edition incorporates the latest developments in the field while maintaining the core objectives of previous editions: to correlate properties with chemical structure and to describe methods that permit the estimation and prediction of numerical properties from chemical structure, i.e. nearly all properties of the solid, liquid, and dissolved states of polymers.
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Page 21
... ratios of averages of the molar mass, combined with one absolute value of in average mass. Usually the ratio Q Mw/Mn is applied, in combination with Mw. The term Q is called the polydispersity index. Also (Q–1) 1⁄4 U is used, and U is ...
... ratios of averages of the molar mass, combined with one absolute value of in average mass. Usually the ratio Q Mw/Mn is applied, in combination with Mw. The term Q is called the polydispersity index. Also (Q–1) 1⁄4 U is used, and U is ...
Page 24
... Ratios of the form: My/M, Map — Mz Q175 Mz 11 as Q231 Mn Mn Mn Ratios of adjacent averages Mw M. as Q975 Mz 11 s Q956 Mn Map M. - - - M2M2+1 4.06 M2M2+1 3.06 M2M2+1 2.06 R Ratio- 2-2 U “ atios, being Ratio-products M; Q Mn Mo Q M% Q ...
... Ratios of the form: My/M, Map — Mz Q175 Mz 11 as Q231 Mn Mn Mn Ratios of adjacent averages Mw M. as Q975 Mz 11 s Q956 Mn Map M. - - - M2M2+1 4.06 M2M2+1 3.06 M2M2+1 2.06 R Ratio- 2-2 U “ atios, being Ratio-products M; Q Mn Mo Q M% Q ...
Page 39
... ratio relaxation time/observation time 1⁄4 τ/t is called the Deborah number. It is zero for ideal fluids and infinite for ideal solids. Frequently, however, relaxation is not a first order process. In that case PðtÞ Po1⁄4fðtÞ ð2.7Þ ...
... ratio relaxation time/observation time 1⁄4 τ/t is called the Deborah number. It is zero for ideal fluids and infinite for ideal solids. Frequently, however, relaxation is not a first order process. In that case PðtÞ Po1⁄4fðtÞ ð2.7Þ ...
Page 55
... ratio in the other. The ratio of any pair of forces or rates constitutes a dimensionless quantity. Corresponding dimensionless quantities must have the same numerical value if dynamical similarity holds. The value of dimensionless ...
... ratio in the other. The ratio of any pair of forces or rates constitutes a dimensionless quantity. Corresponding dimensionless quantities must have the same numerical value if dynamical similarity holds. The value of dimensionless ...
Page 56
... Ratios of two quantities with the same dimension. These may be: 4a. Reduced quantities, i.e. ratios of quantities and chosen standard values: Mach0s number ðMaÞ 1⁄4 vsound v1⁄4 velocity velocityof sound ð3:9Þ Furthermore: T/Tg,T/Tm, etc ...
... Ratios of two quantities with the same dimension. These may be: 4a. Reduced quantities, i.e. ratios of quantities and chosen standard values: Mach0s number ðMaÞ 1⁄4 vsound v1⁄4 velocity velocityof sound ð3:9Þ Furthermore: T/Tg,T/Tm, etc ...
Contents
1 | |
69 | |
Properties of Polymers in Fields of Force | 285 |
Transport Properties of Polymers | 523 |
Properties Determining the Chemical Stability and Breakdown | 747 |
Polymer Properties as an Integral Concept | 787 |
Comprehensive Tables | 887 |
Indexation | 955 |
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according additive amorphous applied behaviour bond calculated Chap Chem chemical coefficient concentration constant continued contributions correlation crystalline crystals curve decreases deformation dependent derived determined diffusion effect elastic energy equal equation estimated Example experimental expressed extended factor fibres field flow frequency function given gives groups heat important increases interaction length liquid magnetic mass material means measured mechanical melt methacrylate method modulus molar molecular molecules nature normal Nylon obtained orientation oxide parameter Physical plotted Poly(vinyl Polyethylene Polym Sci polymers Polystyrene Press pressure properties quantities ratio references region relationship relaxation rubber shear shear rate shown shows solid solubility solutions solvent specific strain strength stress structural surface surface tension Table temperature tensile thermal transition unit values viscosity volume weight York