1) divergent detonation
散心爆轰
1.
In the numerical modeling of divergent detonation, the matched relationship between the viscosity and the mesh size was studied in terms of the Lee-Tarver′s reaction rate and JWL equation of state.
应用LeeTarver反应率和JWL状态方程,得到了散心爆轰数值模拟中人为粘性系数与空间步长之间的匹配关系:距球心越近的计算单元,其人为粘性系数应越大。
2.
The relation between the detonation velocity and the radius of curvature was discussed, and the unsteady nature of divergent detonation waves was analyzed in this paper.
本文讨论了散心爆轰中爆速与波面半径之间的关系,分析了散心爆轰波的不定常性。
2) divergent detonation wave
散心爆轰波
1.
From Hugoniot formula of divergent detonation,we have analyzed the cause that the numerical results of running time and physical state cannot be simultaneously accurate enough for a divergent detonation wave when the grid length is not small enough.
从曲面爆轰波的Hugoniot 关系式出发,应用燃烧模型模拟散心爆轰波的传播,分析了空间步长不是足够小时,不能同时准确给出爆轰波走时及波阵面物理量的原因。
3) diverging detonation
曲面散心爆轰波
1.
Considering the curvature and width of reaction zones,FTM(Front Tracking Method)was used to study the propagation of diverging detonation waves.
考虑到爆轰波阵面曲率及化学反应区宽度的作用 ,由修正Hugoniot关系式解析求解了波后状态 ,应用阵面追踪法 (FTM)数值模拟了曲面散心爆轰波的传播。
4) dispersed detonation
离散爆轰
1.
Based on dispersed detonation idea, field single ignition experiments of unconfined volume dispersion and small dosage solid and liquid FAE bombs were done.
基于离散爆轰思想,进行了小药量无约束空间固、液相燃料空气炸药(fuelairexplosive,简称FAE)弹体的野外一次引爆实验。
2.
Experimental study on unconfined volume dispersion and single ignition of few dosage of mixed ternary fuel is successfully done, based on dispersed detonation.
基于离散爆轰思想,进行了小药量无约束空间三元混合燃料的一次引爆实验。
5) dispersion and initiation
离散与爆轰
1.
Thus,single ignition FAE needs strict self-harmony of fuel dispersion and initiation technology.
一次起爆技术使FAE的两个主要研究方向,即燃料选择与云爆技术,更加紧密地结合在一起,导致对燃料的离散与爆轰的自协调要求更加严格。
6) dispersal and detonation
分散与爆轰
补充资料：散心常时念佛
【散心常时念佛】
（术语）持散乱心不定期限，不调作法，不简时处所缘，于行住座卧称佛名，显净土之住生也。
（术语）持散乱心不定期限，不调作法，不简时处所缘，于行住座卧称佛名，显净土之住生也。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条