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1)  straight_chain single fatty alcohols
直链饱和一元醇
1.
With the model to the effect that the number of repeating units of the homologous series varies successively, they are described as the following equations: P =(a 0+a 1 n )/(1+b 1 n ),where a 0, a 1,b 1 all refer to the constants, n to the number of repeating units, P to the physical properties of homologous straight_chain single fatty alcohols compounds series.
直链饱和一元醇同系物结构重复单元数值连续变化为模型假定 ,获得了描述直链饱和一元醇同系物物理性质递变规律的数学表达式 :P =(a0 +a1n) / (1+b1n) ,其中a0 ,a1,b1均为常数 ,n为结构重复单元数值 ,P为直链饱和一元醇同系物的物理性质 。
2)  straight_chain single fatty amines
直链饱和一元胺
1.
With the model that the number of repeating units of the homologous series varies successively, they were described as follows: P =a+b n c, where a, b, c all refer to constants, n to the number of repeating units, P to the physical properties of homologous straight_chain single fatty amines compounds series.
以直链饱和一元胺同系物结构重复单元数值连续变化为模型假定 ,获得了描述直链饱和一元胺同系物物理性质递变规律的数学表达式 :P =a +bnc,其中a、b、c均为常数 ,n为结构重复单元数值 ,P为直链饱和一元胺同系物的物理性质 。
3)  homologous straight chain single fatty acids
直链饱和一元羧酸
1.
With the model that the number of repeating units of the homologous series varies successively,we were able to described as the following equations:σ=(a 0+a 1n+a 2n 2)/(1+b 2n 2),where a 0?a 1?a 2?b 2 all refer to the constants,n to the number of repeating units,σ to the condensed type physical properties of homologous straight chain single fatty acids series.
尽管最近有人用指数函数[2 ] 来描述直链饱和一元羧酸结构型和凝聚型性能递变规律 ,这类函数对于直链饱和一元羧酸的大部分凝聚型物理性质能较好加以描述 ,但对直链饱和一元羧酸少部分凝聚型物理性质的描述不甚理想。
4)  saturated monobasic alcohol
饱和一元醇
1.
The topological index mx can be used to characterize the size, branching and shape of saturated monobasic alcohol.
提出计算饱和一元醇物理化学性质P的定量公式,预测了含10个碳原子以内的饱和一元醇的原子化热ΔHa,气相生成热ΔHgi,摩尔折射Rm,蒸发热ΔHv,摩尔磁化率Xm,沸点B。
5)  Decene,hydroformylation products
支链和直链的十一烷醇
6)  Saturated straight-chain paraffin
饱和直链烃
1.
Effect on Combustion Heat of Saturated straight-chain paraffin with Terminal Group;
端基对饱和直链烃燃烧热的影响
补充资料:支链和直链的戊醇
CAS:94624-12-1
中文名称:支链和直链的戊醇
英文名称:Pentanol, branched and linear
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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