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3He气液饱和密度方程 被引量:1

DENSITY EQUATION FOR SATURATED HELIUM-3
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摘要 采用非线性最小二乘回归方法拟合3He饱和区气液密度实验数据 ,提出精度满足要求的3He气液饱和密度方程。该方程在实验点上的平均相对偏差为 0 79% ,最大相对误差为 7 4 6 % ,相对误差超过 2 5 %的数据点有 6个。该方程不仅可以用来计算饱和区气液密度 ,而且对将来产生3He气态和液态区的状态方程具有重要意义 ,为物性计算提供可靠的初值。 An accurate density equation for saturated 3He is obtained by using nonlinear regression for collected experimental data. The average relative error of this equation is 0.79%, while the maximum relative error is 7.46%. There are only 6 points out of above 2.5% with the relative error.This equation not only can be used to calculate saturated density of 3He, but is also of great significance to generate the equation of state for 3He in both liquid and gas regions.
出处 《低温工程》 CAS CSCD 北大核心 2004年第3期13-16,共4页 Cryogenics
基金 国家自然科学基金 (5 0 376 0 5 5 ) 教育部高校博士点专项基金 (2 0 0 10 335 0 10 )资助项目
关键词 3He 气液饱和密度 非线性最小二乘回归 低温 状态方程 制冷 3He saturated density cryogenic temperature
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参考文献14

  • 1London H. In: Proc. of the International Conference on Low Temperature Physics, 1951,157
  • 2London H,Clarke G R,Mendoza E. Osmotic pressure of He3 in liquid He4, with proposals for a refrigerator to work below 1 degree. Phys Rev, 1962, 128:1992 - 2005
  • 3Mayet F,Santos D,Bunkv Y M,et al. Phys. Letters B, 2002,538:257
  • 4Zhao L, Albert M S. Nucl. Instr. and Meth. Phys. Res. A, 1998,402-454
  • 5Osheroff D D,Richardson R C,Lee D M. Evidence for a new phase of solid 3He. Phys Rev Lett, 1972, 28: 885-888
  • 6Timmerhaus K D, Flynn T M. Cryogenic process engineering. New York: Plenum press, 1989
  • 7Kerr E C. Phys. Rev. , 1954, 96:551
  • 8Grilly E R,Hammel E F,Sydoriak S G. Phys. Rev. ,1949,75:1103
  • 9Sherman R H,Edeskuty F J. Ann Phys, 1960, 9:522
  • 10Sherman R H. Phys. Rev. Letters, 1965,15:141

共引文献9

同被引文献16

  • 1黄永华,李祥仪,陈国邦.^3He低温热力学性质实验数据综述[J].低温工程,2005(1):1-10. 被引量:2
  • 2Mills R L, Grilly E R. Melting Curves of He^3, He^4, H2, D2, Ne, N2, and O2up to 3500kg/cm^2. Phys Rev, 1955;99:480-486.
  • 3Grilly E R, Mills R L. Melting Properties of He^3and He^4up to 3500kg/cm^2. An Phys, 1959;8:1-23.
  • 4Sherman R H, Edeskuty F J. Pressure-Volume-Temperature Relations of Liquid ^3He from 1.00 to 3.30K. Ann Phys,1960;9.522-547.
  • 5Abraham B M, Osborne D W, Weinstock B. The Vapor Pressure, Critical Point, Heat of Vaporization, and Entropy of Liquid ^3He. Phys Rev, 1950;80:366-371.
  • 6Sydoriak S G, Roberts T R. Thermodynamic Properties of Liquid Helium Three. Vapor Pressure below 1K. Phys Rev,1957;106:175-181.
  • 7Sherman R H, Sydoriak S G, Roberts T R. The 1962 He^3Scale of Temperatures Ⅳ. Tables J Res NBS , 1964;68A:579-588.
  • 8Durieux M, Rusby R L. Helium Vapour Pressure Equation on the EPT-76, Metrologia, 1983;19:67-72.
  • 9Preston - Thomas H. The International Temperature Scale of 1990 (ITS- 90), Metrologia, 1990,27 : 3-10.
  • 10Kerr E C. Orthobaric Densities of He^3 1.3K to 3.2K, Phys Rev, 1954;96(3):551-554.

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