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冲击压缩曲线
相关语句
  hugoniot curve
     The variational fluid perturbation theory is used to calculate the Hugoniot curve of liquid Ar using the Exp-6 reference potential.
     用Exp - 6有效两体势模型和液体变分微扰理论计算了液Ar冲击压缩曲线 ,在 35GPa以下的压力范围内计算的冲击压缩曲线与Thiel及Nellis等人的实验数据进行了比较。
短句来源
     For liquid helium, the modified WCA liquid perturbation theory was used to calculate Hugoniot curve using EXP-6 reference potential. The theory is generalized to include quantum effects by adding the first term of Wigner-Kirkwood expansion.
     用量子力学修正的WCA液体变分微扰理论计算了液氦冲击压缩曲线 ,计算中体系分子间相互作用势选择EXP 6有效两体势模型 ,两体势参数通过对实验数据的拟和优选。
短句来源
     For liquid water, the modified WCA liquid perturbation theory and Ross's variational perturbation theory are used to calculate Hugoniot curve using EXP-6 reference potential.
     用修正的WCA状态方程和Ross变分微扰理论计算了液H2O冲击压缩曲线,在计算体系分子间相互作用势时,选择了EXP 6有效两体势模型; 而液H2O势参数的选取较之相关作者研究的取值较为合理.
短句来源
  hugoniot curves
     The variational fluid perturbation theory is used to calculate the single and doubleshock Hugoniot curves of liquid helium by means of a two-body potential function.
     采用孤立氦原子两体排斥势和微扰变分液体理论计算了液态氦一次和二次冲击压缩曲线
短句来源
     The Mansoori-Canfield-Ross variational fluid perturbation theory is used to calculate the shock Hugoniot curves of liquid benzene with a two-body EXP-6 potential function. The potential parameters are adjusted to coincidence with experiment datas of Dick's in unreacted pressure range of benzene.
     用MCR液体变分微扰理论计算了苯冲击压缩曲线,计算中苯分子间相互作用势采用EXP 6等效两体势模型,势参数通过对实验数据的拟合优选,计算中采用了Tang修正后的硬球径向分布函数。
短句来源
  “冲击压缩曲线”译为未确定词的双语例句
     (2) When the shock pressure is beyond 20GPa where the phase transition is considered to happen without any chemical reactions,these two curves are apparently different from each other,and the graphite water mixture easier to be compressed.
     (2 )在发生石墨→金刚石相变的高压区域 (p >2 0GPa) ,这两种混合体系的冲击压缩曲线显著不同 ,且石墨 水体系更易压缩 ;
短句来源
  相似匹配句对
     n -- compression curve factor;
     n --压缩曲线因数;
短句来源
     curve
     曲线
短句来源
     MODIFIED MORSE POTENTIAL AND SHOCK COMPRESSION
     改进的 Morse 势和冲击压缩
短句来源
     A THEORETICAL CALCULATION FOR THE HUGONIOTS AND TEMPERATURES OF WATER USING THE EXPONENTIAL SIX REFERENCE POTENTIAL
     用指数参考势计算水的冲击压缩Hugoniot曲线和温度
短句来源
     Compressive Testing for Impacted Composite Laminates
     复合材料的冲击压缩试验
短句来源
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  hugoniot curve
For low temperature melts, the Hugoniot curve lies partially inside the saturation dome and a Chapman-Jouguet (CJ) detonation point occurs only for low void fractions.
      
Hugoniot measurements for different and systematic data for various samples are compared with shock Hugoniot curve for water.
      
The Hugoniot curve relates the pressure and volume behind a shock wave, with the temperature having been eliminated.
      
This paper studies the Hugoniot curve behind a propagating sharp interface between two material phases for a solid in which an impact-induced phase transition has taken place.
      
We use a theory of phase transitions in thermoelastic materials to construct the Hugoniot curve behind the phase boundary in this two-wave circumstance.
      
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  hugoniot curves
The data obtained are used to calculate the Hugoniot curves with different Si concentrations and are compared with the existing model ideas of the density distribution in the Earth's outer core.
      
Hugoniot curves and shock temperatures of gas helium with initial temperature 293 K and three initial pressures 0.6, 1.2, and 5.0 MPa were measured up to 15000 K using a two-stage light-gas gun and transient radiation pyrometer.
      
The semi-empirical Hugoniot equation of state is obtained by using the third-order tangency between the isentropic and the Hugoniot curves at the origin of coordinates.
      
the Hugoniot curves were analysed, which provide the foundation for studying the coupling effects of shock waves in 3-dimensional solids.
      
The effects of void fraction, melt/water volume fraction and melt temperature on the Hugoniot curves have been considered.
      
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The variational fluid perturbation theory is used to calculate the single and doubleshock Hugoniot curves of liquid helium by means of a two-body potential function. It is foundthat the theoretical predictions are 30%~50%higher than the measurements at the same vol-ume.It shows that the effective potential of two atoms,which are at high densities and tempera-tures,is more lower than that of two isolated ones.The physical mechanism which probably causesthis unusual“soften”phenomena and its theoretical treatment...

The variational fluid perturbation theory is used to calculate the single and doubleshock Hugoniot curves of liquid helium by means of a two-body potential function. It is foundthat the theoretical predictions are 30%~50%higher than the measurements at the same vol-ume.It shows that the effective potential of two atoms,which are at high densities and tempera-tures,is more lower than that of two isolated ones.The physical mechanism which probably causesthis unusual“soften”phenomena and its theoretical treatment methods are discussed as well.

采用孤立氦原子两体排斥势和微扰变分液体理论计算了液态氦一次和二次冲击压缩曲线。与文献[4]实验结果比较发现,在相同体积下,理论计算压力偏高30%~50%,表明高温高密度状态下,氦原子间的等效排斥势比孤立氦原子两体排斥势低很多。文中分析讨论了引起液态氦在高压下异常“软化”现象的可能机制和理论处理方法。

The equilibrium compositions of the gas solid mixture are calculated by minimizing the Gibbs free energy and chemical equilibrium.BKW and VLW equations are proposed for the EOS of detonation products and the detonation properties of explosive composed of C H N O have been calculated.The results are agreed with experiment data excellent.Moreover,the equilibrium calculations are conducted on the dissociation of shock compressed liquid bromoform and...

The equilibrium compositions of the gas solid mixture are calculated by minimizing the Gibbs free energy and chemical equilibrium.BKW and VLW equations are proposed for the EOS of detonation products and the detonation properties of explosive composed of C H N O have been calculated.The results are agreed with experiment data excellent.Moreover,the equilibrium calculations are conducted on the dissociation of shock compressed liquid bromoform and our numerical results are agree with reported shock wave data.The analysis based on our numerical results suggests that at 55~60GPa there occures a continuous shock dissociation rather than a thermodynamic phase transition.

由吉布斯自由能最小计算处于化学平衡状态的气体和固体混合系统的平衡组分。以BKW和VLW作为爆轰产物的物态方程对几种炸药爆轰参数作了预言,计算结果与实验值吻合得非常好。另外,还对CHBr3的冲击压缩分解作了化学平衡计算,给出了冲击压缩曲线,对文献[6]中提出的CHBr3在55~60GPa存在相变的看法提出了质疑

Abstract

用液体微扰变分理论,计算了液氢,液氘冲击压缩曲线.计算结果与Nelis实验相一致.计算所得冲击温度比Holmes的实验值明显偏高.对冲击压缩曲线与实验一致,以及冲击温度的计算值明显偏高于实验结果的原因进行了分析.

 
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