WLF equation

WLF公式;时-温等效方式

化学



双语例句

  1. Two methods which were derived from the temperature and apparent activation energy at glass transition and from VFT equation were used to calculate the viscoelastic coefficients in WLF equation.
    通过玻璃化转变温度和表观活化能以及由VFT方程导得WLF方程粘弹系数的两种新计算方法。
  2. Storage Life Evaluation of Rigid PU Foam by WLF Equation
    基于WLF方程的硬质聚氨酯泡沫塑料贮存寿命评估
  3. On the basis of Doolittle and Arrhenius equation, it was showed that the WLF Equation had certain limitation to describe material's behavior, even though it had been used for a long time.
    F方程来处理这一问题的。但是从Doolittle方程和Arrhenius方程来考察时,发现该方程的局限性及其所带来的计算误差。
  4. Temperature dependence of proton conductivity of the composite can be fitted by WLF or VTF equation rather than Arrhenius equation. Proton transport in the composite membrane was mainly contributed by segmental motion of the polymer.
    质子导电率与温度的关系不符合Arrhenius关系,可用WLF方程或VTF方程来拟合,这种复合膜的质子输送过程主要与聚合物链运动有关。
  5. Two methods used to calculate WLF equation of low temperature relaxation for energetic materials
    含能材料低温松弛WLF方程的两种求值法
  6. WLF equation is the special temperature dependence of motion of segment& the special motion unit in polymer.
    WLF方程是特殊的运动单元&链段运动所服从的特殊温度依赖关系。
  7. The Equivalency Between Stress and Temperature and the Physical Meaning of Parameters in WLF Equation
    应力-温度等效性及WLF方程参数的物理意义
  8. Analysis of WLF Equation in Polymer Physics
    高分子物理中WLF方程的剖析
  9. Based on microcosmic segmental motion, WLF equation suit for the appropriate temperature in polymer physics was analyzed.
    分析了高分子物理中WLF方程的适用温度范围.从微观的链段运动对方程进行了详细的剖析。
  10. A model for predicting dynamic shear modulus was developed using Sigmoidal function and WLF equation, and the effectiveness of the model was verified.
    利用Sigmoidal函数和WLF公式形成了剪切模量的预测模型,并验证了该模型的有效性。
  11. WLF Equation& the Special Temperature Dependence of Segment Motion
    WLF方程&链段运动的特殊温度依赖关系
  12. Combining Chow model with WLF equation, the changing of viscosity with carbon dioxide can be predicted further, and it is used in the simulation of bubble growth dynamics. 2.
    我们进一步利用Chowmodel和WLF方程,预测了体系粘度随二氧化碳浓度的变化,并用于气泡生长过程的模拟计算。
  13. Meanwhile, there is good correlation between WLF equation in the C2 in WLF equation and T_g of asphalt and asphalt mixtures.
    沥青的Tg与沥青混合料的Tg的变化趋势一致,且相关性良好,并与WLF方程中的C2有良好的相关性。