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福尔根DNA水解中脱嘌呤和解聚速率常数子参数的计算机分析。

Computer analysis of sub-parameters of depurination and depolymerization rate constants in Feulgen DNA hydrolysis.

作者信息

Madokoro S, Urata Y, Hosokawa Y, Hattori T, Pellicciari C, Oki F, Sugihara H, Miyoshi N, Fukuda M

出版信息

Basic Appl Histochem. 1985;29(3):199-214.

PMID:4062785
Abstract

Feulgen DNA hydrolysis curves derived from cytofluorometry at various temperatures and HCl concentrations were computer analyzed with least squares fit to Bateman function. By comparing the depurination (k1) and depolymerization (k2) rate constants at different hydrolysis conditions, it was found that the two parameters of temperature and HCl concentration can be expressed as k = AN2 X exp (-B/T), where A and B are constants, N is the HCl concentrations, and T is the absolute temperature. From the analysis of Feulgen hydrolysis curves with 2N HCl at various temperatures, it was calculated that A = 5.3590 X 10(14) and B = 12133.543, for k1, and A = 6.2401 X 10(14) and B = 12181.660, for k2 for mouse 4C hepatocytes fixed with absolute methanol. Computer generated theoretical hydrolysis curves using the above k1 and k2 values were compared with experimental curves at various temperatures and HCl-concentrations. The two types of hydrolysis curves coincided with each other when 1-3 N HCl was used at temperatures between 30-40 degrees C. The peak times of hydrolysis curves at different conditions determined by experimental analysis and theoretical estimations also coincided reasonably well with each other. The physico-chemical phenomena underlying the equation designating k1 and k2 values are discussed.

摘要

通过细胞荧光测定法在不同温度和盐酸浓度下获得的福尔根DNA水解曲线,采用最小二乘法拟合到贝特曼函数进行计算机分析。通过比较不同水解条件下的脱嘌呤(k1)和解聚(k2)速率常数,发现温度和盐酸浓度这两个参数可以表示为k = AN2×exp(-B/T),其中A和B为常数,N为盐酸浓度,T为绝对温度。通过对不同温度下用2N盐酸处理的福尔根水解曲线进行分析,计算得出对于用无水甲醇固定的小鼠4C肝细胞,k1时A = 5.3590×10(14),B = 12133.543;k2时A = 6.2401×10(14),B = 12181.660。将使用上述k1和k2值通过计算机生成的理论水解曲线与不同温度和盐酸浓度下的实验曲线进行比较。当在30 - 40摄氏度之间使用1 - 3N盐酸时,两种类型的水解曲线相互吻合。通过实验分析和理论估计确定的不同条件下水解曲线的峰值时间也相当吻合。讨论了指定k1和k2值的方程背后的物理化学现象。

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