1) The Doctrine of Proper Law
自体法理论
2) natural law theory
自然法理论
1.
Tendency of the Harmonious Combination of Natural Law Theory and Legal Positivism;
当代西方自然法理论与法律实证主义的融合趋势
2.
The decline of natural law theory is mainly seen in Rousseau s criticism against the political ideas of natural law and Hegel s denial of the proving method of natural law,in Austin and Savigny s denial of the law theory of natural law,and in Hume and Cornte s denial of the philosophy theory of natural law.
自然法理论在18—19世纪的失落主要体现在三个方面:一是卢梭、黑格尔、休谟和边沁等人对自然法推理论证体系的否定;二是奥斯丁和萨维尼等人对自然法法律理论的否定;三是休谟和孔德等人对自然法理性哲学观的否定。
3) free-volume theory
自由体积理论
1.
Vrentas and Duda proposed a model based on the free-volume theory to predict diffusion coefficients of low molecular weight solvent in polymeric materials.
Vrentas-Duda模型以自由体积理论为基础,所有参数不需扩散实验测量,由溶剂和高分子的分子性质独立确定,可用于预测高分子聚合物中低相对分子质量溶剂扩散系数。
2.
The free-volume theory was applied to simulate the dependence of viscosity on temperature for bagasse Kraft black liquor at low solids concentrations.
利用聚合物自由体积理论模拟了蔗渣浆低浓黑液粘度对温度的依赖性的数学模型, 最终得出黑液多聚物粘度与温度的相关式:)]/(exp[011TTBA-=h。
3.
At the same time,the research explained the above relation by free-volume theory from the aspect of molecular structure.
研究证实,橡胶填充油的组成与它的玻璃化温度存在一定的相关性:未分馏橡胶填充油的玻璃化温度,介于其饱和烃与芳香烃馏分各自的玻璃化温度之间;同时从分子结构角度用自由体积理论阐释了上述关系,目前有关橡胶填充油的玻璃化温度尚未见报道。
4) theory of autobiographical memory
自传体记忆理论
5) free volume theory
自由体积理论
1.
Free volume theory was applied to the diffusion mechanism of drug through semi crystalline ethylene vinyl acetate (EVA) copolymer.
本文将自由体积理论应用于ＥＶＡ基质型药物扩散控制释药体系 ,阐明了小分子药物在半结晶ＥＶＡ聚合物中的扩散系数随共聚物组成的变化规律 。
2.
A mathematical model is proposed for predicting small molecule solvent diffusion coefficients in amorphous glassy polymers, based on free volume theory that is suitable for rubbery polymers, and with the consideration of the plasticization effect induced by the penetrant.
以自由体积理论为基础 ,提出改良的玻璃态高分子中溶剂扩散系数的数学模型 。
3.
The express of activity coefficient 1n for liquid ternary metal solution is derived from thefree volume theory and new generation solution model, the activity coefficients of component i in iron - basedsolution are calculated at 1873 K.
利用自由体积理论和新一代几何模型，建立了三元金属熔体活度系数１ｎ的模型表达式，计算出１８７３Ｋ温度条件下铁基熔体中组元的活度系数，并将模型计算结果与文献精选数据进行比较，表明活度系数的模型计算结果与文献精选数据相当吻合。
补充资料：自调自净自度
【自调自净自度】
（术语）同自调项。
（术语）同自调项。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条