📄 parafit.m
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%FUNCTION PARAFIT finds the parabola polynomial function that fits the given
% two points.
%
% [cof,yi]=parafit(x,y,factor,xi);
% INPUT : [x(1) x(2)] and [y(1) y(2)] are the given two knobs
% factor == 1 set the parabola max/min at (x1,y1)
% otherwise set the parabola max/min at (x2,y2)
% xi == new abscissa vector
%
% OUTPUT : cof == the coefficients that describe the cubic polynomial
% yi == the corresponding vector to xi
%
% where y= cof(1)*x^2+cof(2)*x+cof(3)
function [cof,yi]=parafit(x,y,factor,xi)
x1=x(1); x2=x(2);
y1=y(1); y2=y(2);
if factor==1 %% y=a*(x-x1)^2+y1
a=(y2-y1)/(x1-x2)/(x1-x2);
cof=[a -2*a*x1 a*x1*x1+y1];
else %% y=a*(x-x2)^2+y2
a=(y1-y2)/(x1-x2)/(x1-x2);
cof=[a -2*a*x2 a*x2*x2+y2];
end
if nargout>1
yi=polyval(cof,xi);
end
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