MiceProbesParameters
收藏DataONE2017-01-25 更新2024-06-26 收录
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1. Columns: ProbeID, a, b, R2, CurveType. The CurveType refers to whether the best curve was Langmuir (LG) or Freundlich (F). The empirical parameters a and b in the Freundlich equation refer to the pre-exponent and the exponent (Y=a*Xb) respectively. The empirical parameters a and b in the Langmuir equation Y=Ymax*K*X/(1+K*X), where a = 1/(K*Ymax); b = 1/Ymax. The R2 refers to the fit of the empirical data to curve.
1. 列名依次为ProbeID、a、b、R2、CurveType。其中CurveType用于标识最优拟合曲线类型为朗缪尔(Langmuir,LG)或弗罗因德利希(Freundlich,F)。弗罗因德利希方程(Y=a·X^b)中的经验参数a与b分别对应前置系数项与指数项。朗缪尔方程形式为Y=Ymax·K·X/(1+K·X),该方程对应的经验参数满足a=1/(K·Ymax)、b=1/Ymax。R2用于表征经验数据与拟合曲线的拟合优度。
创建时间:
2017-01-25



