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Critically evaluated rate coefficients for free-radical polymerization .2. Propagation rate coefficients for methyl methacrylate
被引:570
作者:
Beuermann, S
Buback, M
Davis, TP
Gilbert, RG
Hutchinson, RA
Olaj, OF
Russell, GT
Schweer, J
vanHerk, AM
机构:
[1] UNIV GOTTINGEN,INST PHYS CHEM,D-37077 GOTTINGEN,GERMANY
[2] DUPONT CO INC,CENT RES & DEV,EXPT STN,WILMINGTON,DE 19880
[3] UNIV NEW S WALES,SCH CHEM ENGN & IND CHEM,SYDNEY,NSW 2052,AUSTRALIA
[4] UNIV SYDNEY,SCH CHEM,SYDNEY,NSW 2006,AUSTRALIA
[5] UNIV VIENNA,INST PHYS CHEM,A-1090 VIENNA,AUSTRIA
[6] UNIV CANTERBURY,DEPT CHEM,CHRISTCHURCH 1,NEW ZEALAND
[7] BAYER AG,ZENT FORSCH & ENTWICKLUNG,D-51368 LEVERKUSEN,GERMANY
[8] EINDHOVEN UNIV TECHNOL,POLYMER CHEM LAB,DEPT CHEM ENGN,NL-5600 MB EINDHOVEN,NETHERLANDS
关键词:
PULSED-LASER POLYMERIZATION;
CHAIN-LENGTH DISTRIBUTION;
FLASH-INITIATED POLYMERIZATION;
INDIVIDUAL KINETIC CONSTANTS;
COPOLYMER REACTIVITY RATIOS;
MONTE-CARLO SIMULATION;
CONSISTENT VALUES;
RATE PARAMETERS;
LEAST-SQUARES;
STYRENE;
D O I:
10.1002/macp.1997.021980518
中图分类号:
O63 [高分子化学(高聚物)];
学科分类号:
070305 ;
080501 ;
081704 ;
摘要:
Pulsed-laser polymerization (PLP) in conjunction with molar mass distribution (MMD) measurement is the method of choice for determining the propagation rate coefficient k(p) in free-radical polymerizations. The authors, members of the IUPAC Working Party on Modeling of kinetics and processes of polymerization, collate results from using PLP-MMD to determine k(p) as a function of temperature T for bulk free-radical polymerization of methyl methacrylate at low conversions and ambient pressure. Despite coming from several different laboratories, the values of k(p) are in excellent agreement and obey consistency checks. These values are therefore recommended as constituting a benchmark data set, one that is best fitted by k(p) = 10(6,427) L . mol(-1) . s(-1) exp(-22, 36 kJ . mol(-1)/R . T) The 95% joint confidence interval for these Arrhenius parameters is also given. In so doing, we describe the most appropriate statistical methods for fitting k(p)(T) data and then obtaining a joint confidence interval for the fitted Arrhenius parameters. As well, we outline factors which impose slight limitations on the accuracy of the PLP-MMD technique for determining k(p), factors which may apply even when this technique is functioning well. At the same lime we discuss how such systematic errors in k(p) can be minimized.
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页码:1545 / 1560
页数:16
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