Detonations represent high-speed chemical reactions characterized by rapid propagation, accompanied by a release of high-pressure energy. This transformative process converts unreacted explosive materials into stable product molecules, reaching a steady state known as the Chapman-Jouguet (CJ) state. This study aims to effectively describe the detonation phenomenon in energetic materials through the application of the CJ theory. Using a computational approach, we developed a MATLAB code to calculate the minimum detonation velocity (DCJ) of the explosive and analyze product expansion under constant entropy conditions.
MATLAB code for highly energetic materials / Caridi, Yuri; Cucuzzella, Andrea; Berrone, Stefano; Rondoni, Lamberto; Barbieri, U.; Bancallari, L.. - 33:(2023), pp. 104-109. (Intervento presentato al convegno III Aerospace PhD-Days: international congress of PhD students in Aerospace Science and Engineering tenutosi a Bertinoro (Italy) nel 16-19 April 2023) [10.21741/9781644902677-16].
MATLAB code for highly energetic materials
Yuri Caridi;Andrea Cucuzzella;Stefano Berrone;Lamberto Rondoni;U. Barbieri;
2023
Abstract
Detonations represent high-speed chemical reactions characterized by rapid propagation, accompanied by a release of high-pressure energy. This transformative process converts unreacted explosive materials into stable product molecules, reaching a steady state known as the Chapman-Jouguet (CJ) state. This study aims to effectively describe the detonation phenomenon in energetic materials through the application of the CJ theory. Using a computational approach, we developed a MATLAB code to calculate the minimum detonation velocity (DCJ) of the explosive and analyze product expansion under constant entropy conditions.File | Dimensione | Formato | |
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https://hdl.handle.net/11583/2985783