Borstlap A C, Doucet P G
Z Naturforsch C Biosci. 1983 Mar-Apr;38(3-4):268-72. doi: 10.1515/znc-1983-3-417.
When the concentration dependence of an enzymic reaction or a transport process can be described by the sum of two Michaelis-Menten terms, reliable data that relate reaction rate and substrate concentration can be obtained even when as much as 70 per cent of substrate was consumed during the assay. Each data pair consists of the average reaction rate during an assay and the concentration where the instantaneous reaction rate was equal to the average rate. Although that concentration cannot be computed exactly (as it depends on the four kinetic parameters), it may be computed in a good approximation as if the reaction followed the simple Michaelis-Menten relationship. The relative error in the approximated concentration for 1 less than or equal to K2/K1 less than or equal to 10(5) and 10(-2) less than or equal to V2/V1 less than or equal to 10(2) did not exceed 5 per cent up to 50 per cent of substrate consumption, and did not exceed 10 per cent up to 70 per cent of substrate consumption.
当酶促反应或转运过程的浓度依赖性可用两个米氏项之和来描述时,即便在测定过程中多达70%的底物被消耗,仍可获得反应速率与底物浓度之间的可靠数据。每对数据包括测定过程中的平均反应速率以及瞬时反应速率等于平均速率时的浓度。尽管该浓度无法精确计算(因为它取决于四个动力学参数),但可通过近似计算得出,就好像反应遵循简单的米氏关系一样。对于1≤K2/K1≤10⁵且10⁻²≤V2/V1≤10²的情况,在底物消耗达50%之前,近似浓度的相对误差不超过5%,在底物消耗达70%之前,不超过10%。