Indez in position 1 exceeds array bounds. Index must not exceed 2.

1 Ansicht (letzte 30 Tage)
Hi,
I am currently writing a code but can not figure out why I am getting the following error:
Index in position 1 exceeds array bounds. Index must not exceed 2 (line 33)
r2=stateserror(i+1,1:3);
All I am trying to do is getting it to run the graph
I attached everything I have maybe somebody can help me.
Code
clc;
clear;
R=[-2436.45; -2436.45; 6891.0379];
V=[5.088611; -5.088611; 0];
x0=[R;V];
x0=x0*1000;
dt=1;
tVector=linspace(0,86400,2);
xfinal=rk4_2(x0,dt,tVector);
format longG
disp(xfinal(end,:))
-5751485.09511207 4721208.32733256 2045927.6438731 -797.745896575586 -3656.44105964464 6139.64338672577
%random noise
sz=size(xfinal(:,1:3));
error= 1/sqrt(3);
random=randn(sz)*error;
stateserror(:,1:3)=random+xfinal(:,1:3);
stateserror(:,4:6)=xfinal(:,4:6);
%% Gibbs and Herrick loop
i=10;
k=1;
tmax=20*60;
while i<=tmax/2
r1=stateserror(1,1:3);
r2=stateserror(i+1,1:3);
r3=stateserror(i+2+1,1:3);
r1magnitude=(r1);
r2magnitude=(r2);
r3magnitude=(r3);
z12=cross(r1,r2);
z31=cross(r3,r1);
z23=cross(r2,r3);
%Angels
angle12=acosd(dot(r1,r2)/(norm(r1*norm(r2))));
angle23=acosd(dot(r2,r3)/(norm(r2*norm(r3))));
angle13=acosd(dot(r1,r3)/(norm(r1*norm(r3))));
%Gibbs
N=r1magnitude.*z23+r2magnitude.*z21+r3magnitude.z12;
Nmag=norm(B);
D=z12+z23+z31;
Dmag=norm(D);
S=(r2magnitude-r2magnitude).*r1+(r3magnitude-r1magnitude).*r2+(r1magnitude-r2magnitude).*r3;
B=cross(D,r2);
Lg=sqrt(mu/(Nmag*Dmag));
v2G=Lg.*B/r2m+Lg.*S;
v2Gm=norm(v2gG);
statesm=norm(states(i,4:6));
Gibb_error=abs((V2Gm-statesm)/statesm)*100;
%Herrick
t31=2*i;
t32=i;
t21=i;
v2HG=-t32*((1/(t21*t31))+(mu/(12*r1magnitude^3)).*r1+(t32-t21)*(1/(t21*t32))+(mu/(12*r2magnitude^3)).*r2+t21*(1/(t32*t31))+(mu/(12*r3magnitude^3)).*r3);
v2HGm=norm(v2HG);
HGibb_error=abs((v2HGm-statesm)/statesm)*100;
angle(k,1)=angle13;
k=k+1;
i=i+10;
end
Index in position 1 exceeds array bounds. Index must not exceed 2.

Akzeptierte Antwort

Walter Roberson
Walter Roberson am 5 Dez. 2022
R=[-2436.45; -2436.45; 6891.0379];
V=[5.088611; -5.088611; 0];
x0=[R;V];
x0=x0*1000;
dt=1;
tVector=linspace(0,86400,2);
xfinal=rk4_2(x0,dt,tVector);
format longG
disp(xfinal(end,:))
%random noise
sz=size(xfinal(:,1:3));
error= 1/sqrt(3);
random=randn(sz)*error;
stateserror(:,1:3)=random+xfinal(:,1:3);
stateserror(:,4:6)=xfinal(:,4:6);
whos stateserror
stateserror is 2 x 6
%% Gibbs and Herrick loop
i=10;
Notice that i starts at 10
k=1;
tmax=20*60;
while i<=tmax/2
r1=stateserror(1,1:3);
That is okay because you are accessing fixed row 1 (out of 2)
r2=stateserror(i+1,1:3);
but i is 10 so that is asking for row 11 (out of 2)
r3=stateserror(i+2+1,1:3);
and that would ask for row 13 (out of 2)
r1magnitude=(r1);
r2magnitude=(r2);
r3magnitude=(r3);
z12=cross(r1,r2);
z31=cross(r3,r1);
z23=cross(r2,r3);
%Angels
angle12=acosd(dot(r1,r2)/(norm(r1*norm(r2))));
angle23=acosd(dot(r2,r3)/(norm(r2*norm(r3))));
angle13=acosd(dot(r1,r3)/(norm(r1*norm(r3))));
%Gibbs
N=r1magnitude.*z23+r2magnitude.*z21+r3magnitude.z12;
Nmag=norm(B);
D=z12+z23+z31;
Dmag=norm(D);
S=(r2magnitude-r2magnitude).*r1+(r3magnitude-r1magnitude).*r2+(r1magnitude-r2magnitude).*r3;
B=cross(D,r2);
Lg=sqrt(mu/(Nmag*Dmag));
v2G=Lg.*B/r2m+Lg.*S;
v2Gm=norm(v2gG);
statesm=norm(states(i,4:6));
Gibb_error=abs((V2Gm-statesm)/statesm)*100;
%Herrick
t31=2*i;
t32=i;
t21=i;
v2HG=-t32*((1/(t21*t31))+(mu/(12*r1magnitude^3)).*r1+(t32-t21)*(1/(t21*t32))+(mu/(12*r2magnitude^3)).*r2+t21*(1/(t32*t31))+(mu/(12*r3magnitude^3)).*r3);
v2HGm=norm(v2HG);
HGibb_error=abs((v2HGm-statesm)/statesm)*100;
angle(k,1)=angle13;
k=k+1;
i=i+10;
end
and nothing in your code grows stateserror, so it has to be pre-created to be 3 more than the largest possible i value you can get (so, 20*60/2 + 3 == 603)
Perhaps you need a longer time vector?
  1 Kommentar
Oskar Kinat
Oskar Kinat am 5 Dez. 2022
Making the time vector longer worked thank you so much!
The only thing I have left is figure out why I am unable to plot the percent error in v2 for each method vs. the angle of separation between vectors.

Melden Sie sich an, um zu kommentieren.

Weitere Antworten (0)

Kategorien

Mehr zu Matrix Indexing finden Sie in Help Center und File Exchange

Produkte


Version

R2022b

Community Treasure Hunt

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

Start Hunting!

Translated by