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临界液滴
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  “临界液滴”译为未确定词的双语例句
     Then, by a comprehensive consideration of the influence of steam state equation, surface tension and water density calculation method on the calculation of liquid droplet critical radius a specific mode for calculatiing liquid droplet critical radius under a supersaturation state was developed.
     然后综合考虑了水蒸气状态方程、表面张力计算方法和水的密度计算方法对计算临界液滴半径的影响,进而得出了计算过饱和状态下临界液滴半径的具体形式。
短句来源
     Finally, through an analysis of the above mentioned calculation formula it is considered appropriate to adopt a simplified form of the critical radius calculation formula during the calculation of liquid droplet critical radius under a low supersaturation state.
     最后通过对该计算公式的分析,认为在低过饱和度下计算临界液滴半径时,可以采用临界液滴半径计算公式的简化形式。
短句来源
     Derivation of a Formula for Calculating the Critical Radius of a Spherical Liquid Droplet and Its Analysis
     过饱和状态下临界液滴半径公式及分析
短句来源
     At the same time, this work also advanced the theories of the critical radium, the edge coalescence and critical droplets radium.
     同时,本文提出了临界气泡半径理论,边缘合并理论及临界液滴理论。
短句来源
     Based on the earlier work performed by other researchers the authors have derived a formula for the accurate calculation of the critical radius of a spherical liquid droplet under a supersaturation state. In addition, on the basis of available experimental data a formula for the exact prediction of liquid droplet surface tension was obtained by using a fitting process.
     在前人工作的基础上推导出了能够精确计算过饱和状态下临界液滴半径的计算公式,并且根据已有实验数据拟合出了能够精确预测液滴表面张力的计算公式。
短句来源
  相似匹配句对
     Critical Breakage Condition for Dispersed Droplets of W/O Emulsion
     W/O乳化液分散相液滴破裂的临界条件
短句来源
     Investigation on Critical Airflow Velocity About Departure of Droplet from Horizontal Wall
     水平壁面上液滴吹离的临界风速
短句来源
     (M, H)-Critical Matrices
     (M,H)-临界矩阵
短句来源
     COLLISION OF A WATER DROP ON WATER
     液滴和液面碰撞
短句来源
     STUDY ON THE TECHNOLOGY OF DROP ANALYSES
     液滴分析技术的研究
短句来源
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  critical droplet
Effects associated with the rapid variation of the critical droplet size are investigated.
      
For a planar wall the critical droplet has cylindrical symmetry and therefore should be described by two different critical lengths.
      
We discuss these quantities and also the excess free energy of the critical droplet as functions of the spreading coefficient near coexistence of the wet and the nonwet state of the wall.
      
This subcritical droplet then evolves in a time of order 1 to a critical droplet, which finally grows with features described in [NS].
      
We show that the relaxation time, i.e., the time it takes for the system to reach the (+)-phase starting from all spins -1, scales as as the temperature , where and is the energy of a "critical" droplet.
      
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Using the formulae for calculating thermodynamic properties of superheated steam, as proposed by IFC (1976), the author has (?)ucceeded in developing a computor program for calculating the thermodynamic properties of supersaturated steam within the region between the saturation line and the 95% line of dryness fraction, and has turned the results into a table and a chart accordingly. This paper proposes an accurate equation for the steam pressure in equilibrium with spherical drops. By using such an equation,...

Using the formulae for calculating thermodynamic properties of superheated steam, as proposed by IFC (1976), the author has (?)ucceeded in developing a computor program for calculating the thermodynamic properties of supersaturated steam within the region between the saturation line and the 95% line of dryness fraction, and has turned the results into a table and a chart accordingly. This paper proposes an accurate equation for the steam pressure in equilibrium with spherical drops. By using such an equation, a simple and accurate method is suggested for computing the critical droplet radius or degree of supersaturation using the supersaturated steam table. To provide a concrete comparision of the relative merits of the suggested method and other methods, it may be cited that over a region up to 250℃, 60 bars and 0.95 dryness fraction, the error of calculation by the new method is less than 1%, as compared with 10% to 26% obtained by the other methods.

本文应用国际公式化委员会(IFC)所提出的过热蒸汽热力学性质计算公式(1967年)编制成程序,在电子计算机上用外推法计算出饱和线和95%干度线之间范围内过饱和蒸汽的热力学性质,并将计算结果编制成表和图.本文提出一个准确的与球形液滴平衡的蒸汽压方程.并由此得出在较高压力下可以应用过饱和蒸汽表来计算临界液滴半径或过饱和度的较准确而简单的公式.在温度高达250℃,压力高达60bar以及干度大于95%的宽广范围内误差小于1%.当用其它方法计算时,误差可达10%到26%.

Based on the earlier work performed by other researchers the authors have derived a formula for the accurate calculation of the critical radius of a spherical liquid droplet under a supersaturation state. In addition, on the basis of available experimental data a formula for the exact prediction of liquid droplet surface tension was obtained by using a fitting process. Then, by a comprehensive consideration of the influence of steam state equation, surface tension and water density calculation method on the...

Based on the earlier work performed by other researchers the authors have derived a formula for the accurate calculation of the critical radius of a spherical liquid droplet under a supersaturation state. In addition, on the basis of available experimental data a formula for the exact prediction of liquid droplet surface tension was obtained by using a fitting process. Then, by a comprehensive consideration of the influence of steam state equation, surface tension and water density calculation method on the calculation of liquid droplet critical radius a specific mode for calculatiing liquid droplet critical radius under a supersaturation state was developed. Finally, through an analysis of the above mentioned calculation formula it is considered appropriate to adopt a simplified form of the critical radius calculation formula during the calculation of liquid droplet critical radius under a low supersaturation state.

在前人工作的基础上推导出了能够精确计算过饱和状态下临界液滴半径的计算公式,并且根据已有实验数据拟合出了能够精确预测液滴表面张力的计算公式。然后综合考虑了水蒸气状态方程、表面张力计算方法和水的密度计算方法对计算临界液滴半径的影响,进而得出了计算过饱和状态下临界液滴半径的具体形式。最后通过对该计算公式的分析,认为在低过饱和度下计算临界液滴半径时,可以采用临界液滴半径计算公式的简化形式。

 
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