DETERMINATION OF SELF-ACCELERATING DECOMPOSITION TEMPERATURES FOR SELF-REACTIVE SUBSTANCES

Citation
Hg. Fisher et Dd. Goetz, DETERMINATION OF SELF-ACCELERATING DECOMPOSITION TEMPERATURES FOR SELF-REACTIVE SUBSTANCES, Journal of loss prevention in the process industries, 6(3), 1993, pp. 183-194
Citations number
23
Categorie Soggetti
Engineering, Chemical
ISSN journal
09504230
Volume
6
Issue
3
Year of publication
1993
Pages
183 - 194
Database
ISI
SICI code
0950-4230(1993)6:3<183:DOSDTF>2.0.ZU;2-L
Abstract
A self-accelerating decomposition temperature (TSADT) is the lowest am bient air temperature at which a self-reactive substance undergoes an exothermic reaction in a specified commercial package in a period of s even days or less. The same substance and package must be able to surv ive for seven days at a temperature within 6-degrees-C of the temperat ure at which the reaction occurred. A TSADT is determined for the purp ose of deciding whether a self-reactive substance should be subject to temperature control during transport. We have re-examined the establi shed T(SADT) test methods to clarify their application, affirm their v alidity and extend them to a wider range of materials. Two of the four test methods recommended by the United Nations Orange Book1 require c alculations to determine a T(SADT). Our proposed method, which uses Ac celerating Rate Calorimeter (ARC) data, requires similar calculations to determine a T(SADT). To ensure determination of conservative values when using any of the methods for self-reactive substances, the inves tigator should 1. consider pressure increases and potential package fa ilure due to non-condensable gas formation and 2. account for the effe cts of a non-uniform temperature distribution within a viscous liquid, paste or solid by using the Frank-Kamenetskii thermal explosion model . Methodologies are discussed which address both of these areas. Also discussed is a method to account for the effect of reactant depletion on predicted T(SADT) values for both the Semenov and Frank-Kamenetskii thermal explosion models. This correction can be significant and is r equired to ensure that analytical values agree with experimental value s.