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Evaluation of single-point equations to determine intrinsic viscosity of sodium alginate and chitosan with high deacetylation degree

机译:单点方程评价以高脱乙酰化程度确定藻酸钠和壳聚糖钠和壳聚糖的特性粘度

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摘要

AbstractA viscometric study of two polyelectrolytes, chitosan (CH, with 94% deacetylation degree, in a solute-mixture of acetic acid (0.1?mol?L?1) and sodium chloride (0.2?mol?L?1) and sodium alginate (SA, with 62% M-units, in sodium chloride (0.1?mol?L?1), was performed at 25?°C. Five different equations were applied to calculate intrinsic viscosity [η]: Huggins, Kraemer and Schulz-Blaschke (SB) by graphical extrapolation; Solomon-Ciuta, Deb-Chanterjee and again SB, by faster single-point determination. Viscometric constants were calculated employing graphical extrapolation equations. Average molar mass ( ̄Mv) values were determined by applying the Mark-Houwink-Sakurada equation. For the samples analyzed, Huggins equation was the most suitable to calculate [η] and ̄Mvby graphical extrapolation for chitosan, while Schulz-Blaschke and Solomon-Ciuta were adequate for single-point determinations of sodium alginate. Viscometric constants indicated that the aqueous mixture of acetic acid and sodium chloride is a poor solvent for chitosan, while sodium alginate is well solvated by aqueous sodium chloride.]]>
机译:<![CDATA [ 抽象 两个聚电解质,壳聚糖(Ch,94%脱乙酰化程度,溶质混合物中的粘度率研究乙酸(0.1〜摩尔·λ1α1)和氯化钠(0.2Ω摩尔·l ?1 )和藻酸钠(含氯化钠62%m-单位(0.1Ωmol= l ?1 ), 25?°C。通过图形推断来计算五种不同的方程来计算内在粘度[η]:Huggins,Kraemer和Schulz-Blaschke(SB);所罗门-Ciuta,Deb-Chanterjee和SB,通过更快的单点测定。使用图形外推方程计算粘度常数。平均mola R质量(¯m v )通过应用mark-houwink-sakurada方程来确定。对于分析的样本,Huggins方程最适合计算[η]和当前 v 通过图形推断对于壳聚糖,而Schulz-Blaschke和Solomon-Ciuta足以单点藻酸钠的单点测定。粘度常数表明,乙酸和氯化钠的水性混合物是壳聚糖的溶剂,而藻酸钠通过氯化钠水溶液溶于良好。 ]]>

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