The curing theory of A f type free radical homopolymerization( I ) - Distribution function and its invariant property

Hai Jun Wang; Zhong Yuan Lü; Xu Ri Huang; Ze Sheng Li

The curing theory of A _f type free radical homopolymerization( I ) - Distribution function and its invariant property

Hai Jun Wang, Zhong Yuan Lü, Xu Ri Huang, Ze Sheng Li

Jilin University

Research output: Contribution to journal › Article › peer-review

1 Citation (Scopus)

Abstract

By means of the polymer statistical theory, the sol fraction, gelation condition for the A _f type free radical homopolymerization reaction are deduced. Furthermore, the number fraction distribution is obtained by means of the Lagrange expansion technique and the invariant property of this distribution is revealed. This invariant property make the characterization of average polymer quantities for postgel easier.

Original language	English
Pages (from-to)	x37-1334
Journal	Kao Teng Hsueh Hsiao Hua Heush Hsueh Pao/ Chemical Journal of Chinese Universities
Volume	19
Issue number	8
Publication status	Published - 1998
Externally published	Yes

Keywords

Free radical homopolymerization
Number fraction distribution
Sol fraction

Cite this

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title = "The curing theory of A f type free radical homopolymerization( I ) - Distribution function and its invariant property",

abstract = "By means of the polymer statistical theory, the sol fraction, gelation condition for the A f type free radical homopolymerization reaction are deduced. Furthermore, the number fraction distribution is obtained by means of the Lagrange expansion technique and the invariant property of this distribution is revealed. This invariant property make the characterization of average polymer quantities for postgel easier.",

keywords = "Free radical homopolymerization, Number fraction distribution, Sol fraction",

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year = "1998",

language = "English",

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journal = "Kao Teng Hsueh Hsiao Hua Heush Hsueh Pao/ Chemical Journal of Chinese Universities",

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T1 - The curing theory of A f type free radical homopolymerization( I ) - Distribution function and its invariant property

AU - Wang, Hai Jun

AU - Lü, Zhong Yuan

AU - Huang, Xu Ri

AU - Li, Ze Sheng

PY - 1998

Y1 - 1998

N2 - By means of the polymer statistical theory, the sol fraction, gelation condition for the A f type free radical homopolymerization reaction are deduced. Furthermore, the number fraction distribution is obtained by means of the Lagrange expansion technique and the invariant property of this distribution is revealed. This invariant property make the characterization of average polymer quantities for postgel easier.

AB - By means of the polymer statistical theory, the sol fraction, gelation condition for the A f type free radical homopolymerization reaction are deduced. Furthermore, the number fraction distribution is obtained by means of the Lagrange expansion technique and the invariant property of this distribution is revealed. This invariant property make the characterization of average polymer quantities for postgel easier.

KW - Free radical homopolymerization

KW - Number fraction distribution

KW - Sol fraction

UR - http://www.scopus.com/inward/record.url?scp=2842579450&partnerID=8YFLogxK

M3 - Article

AN - SCOPUS:2842579450

SN - 0251-0790

VL - 19

SP - x37-1334

JO - Kao Teng Hsueh Hsiao Hua Heush Hsueh Pao/ Chemical Journal of Chinese Universities

JF - Kao Teng Hsueh Hsiao Hua Heush Hsueh Pao/ Chemical Journal of Chinese Universities

IS - 8

ER -

The curing theory of A _f type free radical homopolymerization( I ) - Distribution function and its invariant property

Abstract

Keywords

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