Hoppe K
Deutsches Institut für Ernährungsforschung Potsdam-Rehbrücke.
Nahrung. 1995;39(4):275-81. doi: 10.1002/food.19950390405.
By means of a new method (double staircase) concentration pairs of equal intensity for the sweet compounds acesulfame-K, aspartame, cyclamate-Na, saccharine-Na, dextrose and glucitol were determined with sucrose on 6 or 7 equidistant scaled levels, respectively, with 4 repetitions. The parameters maximal intensity Rm, the concentration coefficient b and the mean Rm/b, respectively, are calculated for each substance from the known parameters for sucrose using the exponential function R = Rm(1-e-bS/Rm), which describes the sweetness intensity R in dependence of the concentration S. For exact determination of the maximal intensity the upper concentration level was fixed at very high degree. Additionally, the relative sweetness of each concentration level of each substance is calculated. In all cases the exponential function is valid without limitation. The statistical parameters are homogenous and are laying within the applied staircase method. Systematical deviations could not be found.
通过一种新方法(双阶梯法),分别在6个或7个等距标度水平上,以蔗糖为对照,对甜味化合物乙酰磺胺酸钾、阿斯巴甜、环己基氨基磺酸钠、糖精钠、葡萄糖和山梨醇进行了4次重复的等强度浓度对测定。根据蔗糖的已知参数,使用指数函数R = Rm(1-e-bS/Rm)(该函数描述了甜味强度R与浓度S的关系),为每种物质分别计算最大强度Rm、浓度系数b和平均Rm/b。为了精确测定最大强度,将较高浓度水平固定在非常高的程度。此外,还计算了每种物质每个浓度水平的相对甜度。在所有情况下,指数函数均无限制地有效。统计参数是同质的,且处于所应用的阶梯法范围内。未发现系统偏差。