Detonation propagation in annular arcs of condensed phase explosives
Eleftherios Ioannou, Stefan Schoch, Nikolaos Nikiforakis, and Louisa, Michael

TL;DR
This numerical study investigates how detonation waves propagate in annular explosive charges, revealing new transition dynamics and confirming steady speeds align with experimental data.
Contribution
It introduces a new two-regime model for the transition phase of detonation in annular charges, extending understanding beyond previous exponential growth assumptions.
Findings
Steady detonation speeds match experimental results.
Transition phase deviates from previous exponential models.
Inner and outer edge effects influence detonation dynamics.
Abstract
We present a numerical study of detonation propagation in unconfined explosive charges shaped as an annular arc (rib). Steady detonation in a straight charge propagates at constant speed but when it enters an annular section, it goes through a transition phase and eventually reaches a new steady state of constant angular velocity. This study examines the speed of the detonation wave along the annular charge during the transition phase and at steady state, as well as its dependence on the dimensions of the annulus. The system is modeled using a recently proposed diffuse-interface formulation which allows for the representation of a two-phase explosive and of an additional inert material. The explosive considered is the polymer-bonded TATB-based LX-17 and is modeled using two JWL equations of state and the Ignition and Growth reaction rate law. Results show that steady state speeds are in…
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