Cut off a Curve created by "curve fit"

7 vues (au cours des 30 derniers jours)
JingChong Ning
JingChong Ning le 24 Jan 2023
Modifié(e) : Matt J le 24 Jan 2023
I have 3 data point that I need to curve fit a 5th order polynomial to. I used the "fit()" function, but the homework requirement asks for the fitted curve to end at the same x-value as the first and last datapoint. I tried to use "polyval(p, x(ind))" with ind being x>=initial x value & x<= final x value. But it doesn't work. Could you tell me how to get through this?
clear all
close
clc
a0 = [1.05 1.25 linspace(1.5,6,10)];
sa0 = size(a0);
RE = 6371000;
minPr = 6628000;
emax = zeros(sa0(1,1),sa0(1,2));
for i = 1:sa0(1,2)
emax(i)=1-minPr/(a0(i)*RE);
end
emid = emax/2;
B1 = [3.93879 -7.25435 4.68581 -1.14627 -0.64419 0.93603];
B = flip(B1);
C1 = [136.6919 -140.3474 49.2636 -7.5121 -1.2188 0.93603];
C = flip(C1);
tempmax = zeros(1,12);
tempmid = zeros(1,12);
vmax = zeros(1,12);
vmid = zeros(1,12);
for i = 1:12
for j = 6:-1:1
tempmax(i) = B(1,j)*power(emax(i),j-1)+tempmax(i);
tempmid(i) = C(1,j)*power(emid(i),j-1)+tempmid(i);
end
vmax(i) = 5000*tempmax(i);
vmid(i) = 5000*tempmid(i);
end
rGEO = 42241;% in km
mu = 3.986e5;% in km3/s2
vGEO = (sqrt(mu/rGEO))*1000;
vc = zeros(1,12);
dvc = zeros(1,12);
for i = 1:12
vc(i) = (sqrt(mu/(a0(i)*(RE/1000))))*1000;
dvc(i) = vc(i) - vGEO;
end
%C = 'k','b','r','g','y' % Cell array of colros.
figure
for i = 1:12
x1 = [emax(i); emid(i); 0];
y1 = [vmax(i); vmid(i); dvc(i)];
[f,d]=fit(x1, y1, 'poly2');
p = fit(x1, y1, 'poly2');
ind = x1>=0 & x1<=emax(i);
fid = polyval(p,x1(ind));
plot(x1,y1,'ko')
plot(p,'b')
legend('hide')
hold on
end
  1 commentaire
Matt J
Matt J le 24 Jan 2023
Modifié(e) : Matt J le 24 Jan 2023
I have 3 data point that I need to curve fit a 5th order polynomial to.
Three points is not enough to fit a 5th order polynomial. It has 6 unknown coefficients.

Connectez-vous pour commenter.

Réponses (1)

Matt J
Matt J le 24 Jan 2023
Modifié(e) : Matt J le 24 Jan 2023
This might be what you want:
for i = 1:12
x1 = [emax(i); emid(i); 0];
y1 = [vmax(i); vmid(i); dvc(i)];
p = polyfit(x1, y1, 2);
xfit=linspace(min(x1),max(x1),1000);
plot(x1,y1,'ko',xfit,polyval(p,xfit),'b')
legend('hide')
hold on
end

Catégories

En savoir plus sur Get Started with Curve Fitting Toolbox dans Help Center et File Exchange

Produits


Version

R2022b

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by