I'm currently doing an exercise about orbit propagator. From initials distance from earth and velocity (r0 and v0) i should plot orbit considering a single day and sampling every 5 minute.
When i plot i can see that calculated elements are right, because of extreme values in graphic, but i can't see any line on it, just blank. Can someone find where's the problem? I also tried with a cycle "for t=0:300:86400" and ploting inside the cycle and got the same blank page
clear
close all
clc
t0=0;
[a, e, i, OmegaG, omegap, Nu] = rv2COE(r0,v0);
COE = [a, e, i, OmegaG, omegap, Nu];
E0=2*(atan(tan(Nu/2)/(sqrt((1+e)/(1-e)))));
M0=E0 - e*sin(E0);
t=0:300:86400
Mf = ((t-t0)/sqrt(a^3/Mu))+M0; %using newton to find true anomaly Nut in every time frame
Efiniziale = Mf; %
Ef = Iterazione(Efiniziale,e,Mf); %
Nut=2*atan(tan(Ef/2)*sqrt((1+e)/(1-e))); %
r1 = ((a*(1-e^2))/(1+e*cos(Nut)));
ROmegaG=[cos(OmegaG) -sin(OmegaG) 0; sin(OmegaG) cos(OmegaG) 0; 0 0 1];
Ri=[1 0 0; 0 cos(i) -sin(i); 0 sin(i) cos(i)];
Romegap=[cos(omegap) -sin(omegap) 0; sin(omegap) cos(omegap) 0; 0 0 1];
Rtot=ROmegaG*Ri*Romegap; % global rotation matrix
r1vector=Rtot*[r1*cos(Nut), r1*sin(Nut), 0]';
v1vector=Rtot*[-(Mu*sin(Nut))/H, (Mu*(e+cos(Nut)))/H, 0]';
x=r1vector(1);
y=r1vector(2);
z=r1vector(3);
figure(1)
hold on
plot3(x,y,z,'b')
view(135,45)

 Accepted Answer

It is not possible to run the code because several constants and at least one function are missing.
Try either:
plot3(x,y,z,'.b')
or:
scatter3(x,y,z,'b','filled')
and see if the plot now appears.

2 Comments

It worked, thanks.
I had been trying for a week
As always, my pleasure!

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