高级检索

激光驱动的1维准等熵压缩数值计算

周素云, 袁孝, 程坤

周素云, 袁孝, 程坤. 激光驱动的1维准等熵压缩数值计算[J]. 激光技术, 2010, 34(2): 178-180,217. DOI: 10.3969/j.issn.1001-3806.2010.02.010
引用本文: 周素云, 袁孝, 程坤. 激光驱动的1维准等熵压缩数值计算[J]. 激光技术, 2010, 34(2): 178-180,217. DOI: 10.3969/j.issn.1001-3806.2010.02.010
ZHOU Su-yun, YUAN Xiao, CHENG Kun. Numerical simulation for 1-D quasi-isentropic compression irradiated by laser[J]. LASER TECHNOLOGY, 2010, 34(2): 178-180,217. DOI: 10.3969/j.issn.1001-3806.2010.02.010
Citation: ZHOU Su-yun, YUAN Xiao, CHENG Kun. Numerical simulation for 1-D quasi-isentropic compression irradiated by laser[J]. LASER TECHNOLOGY, 2010, 34(2): 178-180,217. DOI: 10.3969/j.issn.1001-3806.2010.02.010

激光驱动的1维准等熵压缩数值计算

基金项目: 

国家自然科学基金委员会与中国工程物理研究院联合基金资助项目(10676010;10876011);国家八六三高技术研究发展计划资助项目(2008AA8040209)

详细信息
    作者简介:

    周素云(1971- ),女,副教授,主要从事激光等离子体的研究.E-mail:suyunzhou@yahoo.cn

  • 中图分类号: O521

Numerical simulation for 1-D quasi-isentropic compression irradiated by laser

  • 摘要: 为了研究激光辐射驱动平面材料的准等熵压缩过程,基于激光间接驱动的1维平面应力装载过程和熵增的数学模型,用拉格朗日法计算了平面材料在1维压缩情况下不同位置的压缩比、应力和熵增随时间的变化过程,并用已有的实验数据进行计算,数值计算结果与文献报道的结果符合得很好。结果表明,粒子速度、材料比热容、Hugoniot参量和Grüneisen系数是表征1维准等熵压缩的基本参量;综合运用这些参量可以判断等熵压缩过程。
    Abstract: For the sake of studying isentropic compression of plane material irradiated by laser,based on the model of 1-D stress loading and entropy increase.The evolution of compression ratio,stress and entropy increase of plane material's Lagrangian points were computed with Lagrangian method and the existing experimental data.The simulation results are consistent with reported experimental results and show the basic characterization parameters, such as particle velocity, material specific heat,Hugoniot parameters and Griineisen coefficient.Quasic-isentropic compression can be judged with these parameters.
  • [1]

    CHANG T Q,ZHANG J,ZHANG J T,et al.Interaction of laser and plasma and nuclear fusion[M].Changsha:Hunan Science and Technology Press,1991:408(in Chinese).

    [2]

    CHIJIOKE A D,NELLIS W J,SILVERA I F.High-pressure equations of state of Al,Cu,Ta,and W[J].J A P,2005,98(7):073526/1-073526/8.

    [3]

    REISMAN D B,TOOR A,CAUBLE R C,et al.Magnetically driven isentropic compression experiments on the Z accelerator[J].J A P,2001,89(3):1625-1633.

    [4]

    HALL C A,ASAY J R,KNUDSON M D,et al.Experimental configuration for isentropic compression of solids using pulsed magnetic loading[J].Review of Science Instrument,2001,72(9):3587-3595.

    [5]

    CHHABILDAS L C,BARKER L M.Dynamic quasi-isentropic com-pression techniques:applications to aluminum and tungsten[R].Albuquerque,NM USA:Sandia Report,Sandia National Labs,Thermomechanical and Physical Div,1986:1-26.

    [6]

    ASAY J R.The use of shock-structure methods for evaluating high-pressure material properties[J].International Journal of Impact Engineering,1997,20(1):27-61.

    [7]

    BARNES J F,BLEWETT P J,McQUEEN R G,et al.Taylor instability in solids[J].J A P,1974,45(2):727.

    [8]

    TASKER D G,GOFORTH J H,OONA H,et al.Advances in isentropic compression experiments(ICE) using high explosive pulsed power[J] American Institute of Physics Conference Proceedings,2004,760:1239-1242.

    [9]

    YE Y D,LÜ B D,CAI B W.Temporal and spatial pulse shaping of high-power lasers--performance properties of a temporal-spatial pulse shaping system[J].Laser Technology,1996,20(5):276-179(in Chinese).

    [10]

    HUANG L,ZHANG Sh J,LI Y T.Design of a laser renovating pulses in time and space field[J].Laser Technology,2001,25(3):206-208(in Chinese).

    [11]

    LORENZ K T,EDWARDS M J,JANKOWSKI A F,et al.High pressure,quasi-isentroopic compression experiments on the omega laser[J].High Energy Density Physics,2006,2(3/4):113-125.

    [12]

    SMITH R F,EGGERT J H,JANKOWSKI A,et al.Stiff response of aluminum under ultrafast shockless compression to 110GPa[J].Phys Rev Let,2007,98(6):065701.

    [13]

    SWIFT D C,JOHNSON R P.Quasi-isentropic compression by ablative laser loading:response of materials to dynamic loading on nanosecond time scales[J].Phys Rev,2005,E71(6):066401/1-066401/5.

    [14]

    DING J L,ASAY J R.Material characterization with ramp wave experiments[J].J A P,2007,101(7):073517/1-073517/19.

    [15]

    LI W X.One-dimensional nonsteady flow and shock waves[M].Beijing:National Defense Industry Press,2003:130(in Chinese).

    [16]

    SEAMAN L.Lagrangian analysis for multiple stress or velocity gages in attenuating waves[J].J A P,1974,45(10):4303-4314.

    [17]

    HUA J S,JING F Q,GONG Z Zh,et al.Study of numerical simulation for quasi-isentropic compression[J].Chinese Journal of High Pressure Physics,2000,14(3):195-202(in Chinese).

计量
  • 文章访问数:  1
  • HTML全文浏览量:  0
  • PDF下载量:  6
  • 被引次数: 0
出版历程
  • 收稿日期:  2009-03-08
  • 修回日期:  2009-04-20
  • 发布日期:  2010-03-24

目录

    /

    返回文章
    返回