Reaction Injection Molding - American Chemical Society

Laboratory of Materials and Chemical Engineering, University of Saint-Etienne, U.E.R. of Sciences. 23, Dr. Paul Michelon, 42023 Saint-Etienne Cédex, ...
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18 Profiles of Temperature and State of Cure Developed Within Rubber in Injection Molding Systems Downloaded by UNIV OF CALIFORNIA SAN DIEGO on November 18, 2014 | http://pubs.acs.org Publication Date: January 8, 1985 | doi: 10.1021/bk-1985-0270.ch018

A. SADR, R. GRANGER, and J. M. VERGNAUD Laboratory of Materials and Chemical Engineering, University of Saint-Etienne, U.E.R. of Sciences 23, Dr. Paul Michelon, 42023 Saint-Etienne Cédex, France

To reduce the time of cure cycle in processes of rubber injection molding, higher temperatures for vulcanization as well as for storage bulb are being used. Our purpose in this work was to determine the profiles of temperature gradients and state of cure developed through rubber sheets by using the kinetics of the cure reaction, the thermal properties of rubber and a convenient model. The kinetics of the overall cure reaction could be described by a single first-order reaction with a single activation energy, although vulcanization is a complex series of reaction. The calculation was solved applying an explicit method with finite differences, by taking into account the heat of the cure reaction and the heat transfer by conduction through the rubber and the mold-rubber interface. The effect of the values of the temperature of the mold and storage bulb on the profiles of temperature and state of cure developed within rubber was studied by considering rubber sheets of different thicknesses. Up to now the rubber industry has shown great interest i n the development of processes f o r faster vulcanization. Accordingly, higher temperature (1-2) for the mold and also the storage bulb are being used to reduce the time cycle of cure i n i n j e c t i o n molding processes f o r rubber. However, we believe that the best method of reducing the cure cycle without detriment to quality i s to ensure that the process i s properly carried out and stopped at the right time (3-4). Obviously, a s u f f i c i e n t knowledge on the time-temperature r e l a t i o n at any point within the rubber mass i s required to a t t a i n this purpose. Some early works (5-7) haw shown that the temperature gradients developed i n the rubber mass during vulcanization could be predicted by using the data of the cure k i n e t i c s and heat transfer. The extent of cure reaction could be determined by the balance of internal heat generation from the cure reaction, conduction through the rubber mass and the mold rubber interfaces. 0097-6156/ 85/0270-0279$06.00/0 © 1985 American Chemical Society

In Reaction Injection Molding; Kresta, J.; ACS Symposium Series; American Chemical Society: Washington, DC, 1985.

280

REACTION INJECTION M O L D I N G The

purpose

of

this

work

t u r e s of mold and s t o r a g e molding process

of

rubber.

different

thicknesses

enthalpy.

The

method w i t h consists heat

a

could

for

The

series

be d e s c r i b e d by

activation

energy, as

show

that

important

study

was

sheets

the

values

parameters

for in

(6). of

Although

reactions

a first-order

shown

previously

tempera­ injection

performed by u s i n g a n d two

values

for

s o l v e d by a p p l y i n g an e x p l i c i t

differences

complex

to

are

rubber

p r o b l e m was

finite

of

is

bulb

rubber

(8),

the

two the

cure

numerical

vulcanization overall

reaction with

a

cure

single

(6).

Downloaded by UNIV OF CALIFORNIA SAN DIEGO on November 18, 2014 | http://pubs.acs.org Publication Date: January 8, 1985 | doi: 10.1021/bk-1985-0270.ch018

THEORETICAL Mathematical

Treatment.

rubber

of

of

sheet

transient

The

thickness

heat

unidirectional was

t

heat

expressed by

flow

the

through

general

the

equation

conduction

3T dt

9x

\pC

3x /

PC

conduction heat by

taking

into

account

the

dt

reaction

heat

internal

heat

generation

from

and boundary c o n d i t i o n s

were

as

:

the

cure

reaction. Initial t

= 0

t

>

t

0 ^ x ^ £

0

>

x < 0

0

Ο


I

χ