Index exceeds the number of array elements

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Hello All, I'm encountring the following error when I run my code: Index exceeds the number of array elements. My code is simple and shown below:
format longg
syms p1
nm = 3e15;
s01=1;
v1=4.82e20;
tao00=1e-13;
p00=3;
q00=21;
q11=10.6;
R=1.9872036e-3;
T=295;
V1=16.7;
K1=3.27e19;
t1=linspace(1,1e6,10);
taop1=3.6;
S1=4.7;
A1=4.74e3;
Nm = A1*nm;
W1=(Nm/(K1*V1));
y1=q00;
a1= ((s01*tao00*v1)/(nm))*exp((y1)/(R*T));
Z1=(1/(1+a1*p00));
Y1 = (p00/(1+(a1*p00)));
eq1 = ((t1./taop1)==(log(p00./p1))+((a1.*W1).*(Z1-(1./(1+a1.*p1))+log(((1+a1.*p1)./p1).*Y1))));
for i=t1
pp1=0;
pp1(i) = vpa(vpasolve(eq1(i),p1),11);
end
Index exceeds the number of array elements. Index must not exceed 10.

Error in indexing (line 1079)
R_tilde = builtin('subsref',L_tilde,Idx);
pp1;
% loglog(t1,pp1,'o')
% ylim([1e-11 1e-2])
% xlim([10 1e6])
Thank you all for the help in advance.
  2 Comments
N/A
N/A on 12 Jan 2023
When I replace the lincpace with the regular t1=1:1:10e6; i get the following error:
Unable to perform assignment because the left and right sides have a different number of elements.
Error in sym/privsubsasgn (line 1128)
L_tilde2 = builtin('subsasgn',L_tilde,struct('type','()','subs',{varargin}),R_tilde);
Error in sym/subsasgn (line 965)
C = privsubsasgn(L,R,inds{:});
Error in Langmuir_Q21 (line 44)
pp1(i) = vpa(vpasolve(eq1(i),p1),6);
Walter Roberson
Walter Roberson on 12 Jan 2023
Assign the results of the vpasolve to a variable. Test to see if the variable is empty or has more one value.

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Accepted Answer

Walter Roberson
Walter Roberson on 12 Jan 2023
A number of the solutions involve complex values.
If you start t1 at 1 then the first few output values are enough greater that the rest are not visible on the graph.
When you start t1 at 1 then you get negative components for the real value of some of the results, so you cannot plot on the log scale. There are negative components for most of the imaginary parts so you cannot use log scale for that either.
format longg
syms p1
Q = @(v) sym(v);
nm = Q(3)*Q(10)^15;
s01 = Q(1);
v1 = Q(482)*Q(10)^18;
tao00 = Q(1)*Q(10)^(-13);
p00 = Q(3);
q00 = Q(21);
q11 = Q(106)/Q(10);
R = Q(19872036)*Q(10)^(-10);
T = Q(295);
V1 = Q(167)/Q(10);
K1 = Q(327)*Q(10)^17;
taop1 = Q(36)/Q(10);
S1 = Q(47)/Q(10);
A1 = Q(4740);
Nm = A1*nm;
W1=(Nm/(K1*V1));
y1=q00;
a1= ((s01*tao00*v1)/(nm))*exp((y1)/(R*T));
Z1=(1/(1+a1*p00));
Y1 = (p00/(1+(a1*p00)));
t1 = linspace(1,50,50);
t2 = linspace(50,200,50);
t3 = linspace(200,1e6,500);
syms T1
eq1 = ((T1./taop1)==(log(p00./p1))+((a1.*W1).*(Z1-(1./(1+a1.*p1))+log(((1+a1.*p1)./p1).*Y1))));
pp1 = arrayfun(@(E)vpasolve(E,p1, 1e-5), subs(eq1, T1, t1));
pp2 = arrayfun(@(E)vpasolve(E, p1, 1e-5), subs(eq1, T1, t2));
pp3 = arrayfun(@(E)vpasolve(E, p1, 1e-5), subs(eq1, T1, t3));
subplot(2,3,1);
plot(t1, real(pp1));
title('p1 real');
subplot(2,3,2);
plot(t2, real(pp2));
title('p2 real');
subplot(2,3,3);
plot(t3, real(pp3));
title('p3 real');
subplot(2,3,4);
plot(t1, imag(pp1))
title('p1 imag')
subplot(2,3,5);
plot(t2, imag(pp2))
title('p2 imag');
subplot(2,3,6);
plot(t3, imag(pp3))
title('p3 imag');
  1 Comment
N/A
N/A on 13 Jan 2023
Thank you so much! I understand now whats going on here! I really apprecitae your help.

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More Answers (1)

Torsten
Torsten on 12 Jan 2023
Edited: Torsten on 12 Jan 2023
I suggest you insert values for p1 and solve for t1. This will be easier than the other way round.
format longg
syms p1 t1
nm = 3e15;
s01=1;
v1=4.82e20;
tao00=1e-13;
p00=3;
q00=21;
q11=10.6;
R=1.9872036e-3;
T=295;
V1=16.7;
K1=3.27e19;
T1=linspace(1,10,10);
taop1=3.6;
S1=4.7;
A1=4.74e3;
Nm = A1*nm;
W1=(Nm/(K1*V1));
y1=q00;
a1= ((s01*tao00*v1)/(nm))*exp((y1)/(R*T));
Z1=(1/(1+a1*p00));
Y1 = (p00/(1+(a1*p00)));
eq1 = ((t1./taop1)==(log(p00./p1))+((a1.*W1).*(Z1-(1./(1+a1.*p1))+log(((1+a1.*p1)./p1).*Y1))));
for i=1:numel(T1)
pp1(i) = double(vpasolve(subs(eq1,t1,T1(i)),p1,11));
end
pp1.'
ans = 10×1
2.27239538495313 1.72126026208779 1.30379462550031 0.987578963504762 0.748056626521194 0.566626808824952 0.429200048722703 0.325104070308059 0.246254996746847 0.186529573242241
  5 Comments
Torsten
Torsten on 13 Jan 2023
Edited: Torsten on 13 Jan 2023
I didn't use
pp1(i) = vpa(solve(eq1(i),p1,'IgnoreAnalyticConstraints',1),6);
anywhere in the code I provided.
And the decrease towards 0 has nearly ended at t=10. There is no need to solve up to 1e6.
But if you want: T1 = linspace(1,1e6,100) will also work:
format longg
syms p1 t1
nm = 3e15;
s01=1;
v1=4.82e20;
tao00=1e-13;
p00=3;
q00=21;
q11=10.6;
R=1.9872036e-3;
T=295;
V1=16.7;
K1=3.27e19;
T1=linspace(1,1e6,100);
taop1=3.6;
S1=4.7;
A1=4.74e3;
Nm = A1*nm;
W1=(Nm/(K1*V1));
y1=q00;
a1= ((s01*tao00*v1)/(nm))*exp((y1)/(R*T));
Z1=(1/(1+a1*p00));
Y1 = (p00/(1+(a1*p00)));
eq1 = ((t1./taop1)==(log(p00./p1))+((a1.*W1).*(Z1-(1./(1+a1.*p1))+log(((1+a1.*p1)./p1).*Y1))));
for i=1:numel(T1)
pp1_help = double(vpasolve(subs(eq1,t1,T1(i)),p1,11));
pp1_help = pp1_help(real(pp1_help)>0 & abs(imag(pp1_help))<1e-8);
if ~isempty(pp1_help)
pp1(i) = real(pp1_help(1));
else
pp1(i) = 0.0;
end
end
plot(T1,pp1)
N/A
N/A on 13 Jan 2023
Thank you very much! This is extremely helful. I appreicte your time and efforts.

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