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爆炸能量
相关语句
  explosion energy
    Theoretical Calculation of Explosion Energy Under the Conditions of Different Charges
    不同装药结构条件下爆炸能量的理论计算
短句来源
    According to the analysis, wave impedance between rock and explosive, decoupling charge coefficient and the compress degree of decoupling material are the main factors of explosion energy transmission.
    通过分析表明炸药与岩石的波阻抗、装药不耦合系数以及不耦合介质的可压缩程度是影响爆炸能量传递的主要因素。
短句来源
    Based on the theory of the transmission of reflected wave and retracted wave at interface, the transmission of explosion energy is analyzed and the influence of different kinds of charging structure (coupling charge, decoupling charge with air and decoupling charge with water) on explosion energy transmission is discussed in this paper. In addition, the formulas for calculating explosion energy transmitted to rock are built under the conditions of the different charges mentioned above.
    根据波的界面透射和反射理论,分析了爆炸能量的传递规律,探讨了不同装药结构(耦合装药、空气不耦合装药、水不耦合装药)对爆炸能量传递的影响,并建立了上述三种装药条件下传递给岩石的爆炸能量计算公式。
短句来源
  “爆炸能量”译为未确定词的双语例句
    The energy distribution for ground shock of explosion with different buried depths in soil is studied with numerical simulation method,and the coupling coefficient data is gained from test.
    利用数值模拟方法研究了土中装药不同埋设深度爆炸能量分布问题,通过试验得到了耦合系数数据。
短句来源
    Explosive equivalent of high-pressure vessel
    高压容器爆炸能量的计算
短句来源
    Numerical simulation of anti-blasting mechanism and energy distribution of composite protective structure with foam concrete
    含泡沫吸能层防护结构爆炸能量分布的数值模拟研究
短句来源
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  explosion energy
Theoretical and experimental aspects of design of service devices and systems using burning and explosion energy to separate automatic spacecraft constructions are considered.
      
These data allowed us to estimate the SNR age, 6.5×105 yr, and the initial explosion energy, 2.2×1051 erg.
      
Dependence of the position of the knee in the Galactic cosmic ray spectrum on the explosion energy distribution of supernovae
      
The position of the knee in the Galactic cosmic ray (GCR) spectrum is shown to depend on the explosion energy distribution function of supernovae (SN).
      
The model predicts a smooth knee if the SN explosion energy distribution is universal and a sharp knee if the hypernovae represent a separate class of events.
      
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The coefficient of blasting energy utilization and the outside environment where airblast propagates are two important influential factors on airblast overpressure. On the basis of the factors analyses method, the airblast overpressure is controlled from two aspects by reducing wave headspring and by weakening wave.

爆炸能量利用率和空气冲击波在传播过程中的外界环境是影响空气冲击波超压的重要因素 ,在因素分析的基础上 ,介绍从“减源”和“削波”两方面控制空气冲击波超压的措施。

Based on the theory of the transmission of reflected wave and retracted wave at interface, the transmission of explosion energy is analyzed and the influence of different kinds of charging structure (coupling charge, decoupling charge with air and decoupling charge with water) on explosion energy transmission is discussed in this paper. In addition, the formulas for calculating explosion energy transmitted to rock are built under the conditions of the different charges mentioned above. According to the analysis,...

Based on the theory of the transmission of reflected wave and retracted wave at interface, the transmission of explosion energy is analyzed and the influence of different kinds of charging structure (coupling charge, decoupling charge with air and decoupling charge with water) on explosion energy transmission is discussed in this paper. In addition, the formulas for calculating explosion energy transmitted to rock are built under the conditions of the different charges mentioned above. According to the analysis, wave impedance between rock and explosive, decoupling charge coefficient and the compress degree of decoupling material are the main factors of explosion energy transmission.

根据波的界面透射和反射理论,分析了爆炸能量的传递规律,探讨了不同装药结构(耦合装药、空气不耦合装药、水不耦合装药)对爆炸能量传递的影响,并建立了上述三种装药条件下传递给岩石的爆炸能量计算公式。通过分析表明炸药与岩石的波阻抗、装药不耦合系数以及不耦合介质的可压缩程度是影响爆炸能量传递的主要因素。

The energy distribution for ground shock of explosion with different buried depths in soil is studied with numerical simulation method,and the coupling coefficient data is gained from test.The minimal scaled buried depth for close explosion in free-field is 2.0m/kg~(1/3) gotten in the paper,there is much difference to the data 0.56m/kg~(1/3) in Fundamentals of Protective Design for Conventional Weapons(TM5-855-1),and the reasons for difference are discussed.The coupling coefficient with impulse forms gotten...

The energy distribution for ground shock of explosion with different buried depths in soil is studied with numerical simulation method,and the coupling coefficient data is gained from test.The minimal scaled buried depth for close explosion in free-field is 2.0m/kg~(1/3) gotten in the paper,there is much difference to the data 0.56m/kg~(1/3) in Fundamentals of Protective Design for Conventional Weapons(TM5-855-1),and the reasons for difference are discussed.The coupling coefficient with impulse forms gotten in the paper is quite different to that with stress form in TM5-855-1,the range and object for using should be careful.

利用数值模拟方法研究了土中装药不同埋设深度爆炸能量分布问题,通过试验得到了耦合系数数据。给出了自由场条件下,封闭爆炸最小比例埋深为2.0 m/kg1/3,这与美军设计规范TM5-855-1中的数据0.56 m/kg1/3相差较大,分析了产生差异的可能原因。并指出本文中给出的冲量型耦合系数与TM5-855-1中的应力型耦合系数是有所区别的,应该注意其使用范围和对象。

 
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