SchulzFlory

Contents 1 Function 2 Brief Description 3 Sample Curve 4 Parameters 5 Script Access 6 Function File 7 Category

Function

\[y = y_0 + Ae^{\frac{x_c-x}{w}}\left(\frac{x}{x_c}\right)^{\frac{x_c}{w}}\]

Brief Description

Schulz Flory distribution Function.

Sample Curve

Parameter

Number: 4

Names: y0, xc, w, A

Meanings: y0 = base, xc = center, w = width, A = amplitude

Lower Bounds: xc > 0, w > 0

Upper Bounds: none

Script Access

nlf_SchulzFlory(x,y0,xc,w,A) 

Function File

FITFUNC\SCHULZFLORY.FDF

Category

PFW