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    INSTABILITY IN SUPERCONDUCTING FILMS UNDER INJECTION AND CORRECTION OF ROTHWARF-TAYLOR EQUATION
    注入下超导膜均匀态的失稳和Rothwarf-Taylor方程的修正
    (2) Using soil temperature (Ts) as a dependent variable, all of Van′t Hoff equation, Arrhenius equation and Lyold-Talor equation can explain a considerable variation of Fcb, Among those three equations Lyold-Talor equation is the best to reflect the relationship between soil respiration and temperature for its ability in revealing the variation of Q10 with temperature;
    (2)Van’tHoff方程、Arrhenius方程和Lloyd-Taylor方程均可以较好反映土壤温度(Ts)与Fcb的关系,其中仅Lloyd-Talor方程能够反映温度因子敏感性指标Q10随温度的变异性特征;
    S. C experiment ,the K parameter of the Gorden — Taylor equation in PMMA — Phenoxy blend was found to be in the range between 0. 2 and 1, suggesting that PMMA—Phenoxy interaction was not strong .
    通过DSC实验,PMMA—Phenoxy共混物的Gorden—Taylor方程K参数为0.2—1之间,表明PMMA—Phenoxy共混物之间的相互作用力不强。
    The glass transition temperatures(T_g) of starch of different water contents were determined and a mathematical model for the relationship of T_g and water content was built:T_g=(-135M+kT_g′)/(M+k) and k=-(0.00618)T_g′+(1.10607). The values predicated by the model are close to the values measured by experiments.
    利用Gordon-Taylor方程建立了淀粉体系的含水量与玻璃化转变温度间的数学关系式Tg=(-135M+kTg)′/(M+k)与k=-0.00618Tg′+1.10607,其预测值与实验测量值接近。
    The threshoed current formula, resulting in the appearance of the film voltage, deduced from Rothwarf-Taylor equations and T model is used to calculate the threshold current Ic(T) to compare With the experimental Ic(T). The result is that the calculated values agree roughly with the experimental ones in the ease oflarge injection voltage while the agreement is quite poor in the case of small injection voltage.
    用Rothwarf-Taylor方程及T~*模型导出的出现膜电压的阈值注入电流公式进行计算,结果是,在大注入电压时的计算值与实验值符合较好,而在小注入电压时的计算值与实验值差别较大。
    As ω (IBVE) rises, the viscosity of VC-IBVE solution in toluene decreases and the T _g of the copolymer lowers, conforming to Gorden-Tayler equation.
    溶液粘度随ω(IBVE)的增大而减小; 共聚物的玻璃化转变温度随ω(IBVE)的增大而降低,并符合Gordon-Taylor方程
 

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