Numerical simulation for spigot tests

Chen Wang; Lang Chen; Feng Lu; Yi Ming Huang; Le He

doi:10.3969/j.issn.1006-9941.2012.06.019

Numerical simulation for spigot tests

Chen Wang, Lang Chen^*, Feng Lu, Yi Ming Huang, Le He

^*Corresponding author for this work

School of Mechatronical Engineering

Research output: Contribution to journal › Article › peer-review

6 Citations (Scopus)

Abstract

The safety performane of explosive is investigated by analyzing three responses for spigot test: initiation, ignition and fragmentation. In this paper, the numerical model of spigot test was developed with high sensitive explosive JO-9159 and low sensitive PBXC03. The Ignition and Growth reactive (I and G) model was used to describe initiated progress. The thermal-mechanical coupling method and Arrhenius equation were used to describe ignited temperature. The elements-apart method was used to describe fragmentation of explosive. The calculated critical drop velocity is between 25 m·s^-1 and 28 m·s^-1, which is agreement with experimental results, and interior temperature and fragmentation of explosive were gained.

Original language	English
Pages (from-to)	748-753
Number of pages	6
Journal	Hanneng Cailiao/Chinese Journal of Energetic Materials
Volume	20
Issue number	6
DOIs	https://doi.org/10.3969/j.issn.1006-9941.2012.06.019
Publication status	Published - Dec 2012

Keywords

Drop
Explosion mechanics
Explosive
Fragment
Numerical simulation

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10.3969/j.issn.1006-9941.2012.06.019

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Wang, C., Chen, L., Lu, F., Huang, Y. M., & He, L. (2012). Numerical simulation for spigot tests. Hanneng Cailiao/Chinese Journal of Energetic Materials, 20(6), 748-753. https://doi.org/10.3969/j.issn.1006-9941.2012.06.019

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abstract = "The safety performane of explosive is investigated by analyzing three responses for spigot test: initiation, ignition and fragmentation. In this paper, the numerical model of spigot test was developed with high sensitive explosive JO-9159 and low sensitive PBXC03. The Ignition and Growth reactive (I and G) model was used to describe initiated progress. The thermal-mechanical coupling method and Arrhenius equation were used to describe ignited temperature. The elements-apart method was used to describe fragmentation of explosive. The calculated critical drop velocity is between 25 m·s-1 and 28 m·s-1, which is agreement with experimental results, and interior temperature and fragmentation of explosive were gained.",

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author = "Chen Wang and Lang Chen and Feng Lu and Huang, {Yi Ming} and Le He",

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doi = "10.3969/j.issn.1006-9941.2012.06.019",

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AU - Wang, Chen

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AU - Lu, Feng

AU - Huang, Yi Ming

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N2 - The safety performane of explosive is investigated by analyzing three responses for spigot test: initiation, ignition and fragmentation. In this paper, the numerical model of spigot test was developed with high sensitive explosive JO-9159 and low sensitive PBXC03. The Ignition and Growth reactive (I and G) model was used to describe initiated progress. The thermal-mechanical coupling method and Arrhenius equation were used to describe ignited temperature. The elements-apart method was used to describe fragmentation of explosive. The calculated critical drop velocity is between 25 m·s-1 and 28 m·s-1, which is agreement with experimental results, and interior temperature and fragmentation of explosive were gained.

AB - The safety performane of explosive is investigated by analyzing three responses for spigot test: initiation, ignition and fragmentation. In this paper, the numerical model of spigot test was developed with high sensitive explosive JO-9159 and low sensitive PBXC03. The Ignition and Growth reactive (I and G) model was used to describe initiated progress. The thermal-mechanical coupling method and Arrhenius equation were used to describe ignited temperature. The elements-apart method was used to describe fragmentation of explosive. The calculated critical drop velocity is between 25 m·s-1 and 28 m·s-1, which is agreement with experimental results, and interior temperature and fragmentation of explosive were gained.

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KW - Explosion mechanics

KW - Explosive

KW - Fragment

KW - Numerical simulation

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JF - Hanneng Cailiao/Chinese Journal of Energetic Materials

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Numerical simulation for spigot tests

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Keywords

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