Abstract
The initiation of explosion by steady intense light (from lasers or other sources) involves degradation of the radiation to heat, leading to self-heating and thermal runaway. The critical conditions for such a thermal mechanism can still be expressed in terms of the standard dimensionless group δ = qσ a 0 2 AEexp ( -E/RT a )/ k RT a 2 . When δ attains a critical value δ cr , thermal explosion occurs: the critical value depends on the intensity of the radiation. The dependence of δ cr on the light intensity β is computed numerically for an Arrhenius temperature-dependence of rate. The corresponding critical values for the reduced central temperature-excesses θ 0 , cr are also obtained. If the ambient temperature is too high or the activation energy is too low, so that є = RT a /E is not very small, the phenomenon of criticality disappears. Accurate transitional values for the reduced ambient temperature є tr are calculated as a function of the intensity of the light.

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