%Latty:
38
39
37
40
39
36
39
39
38
40
35
37
38
40
40
37
36
36
39
36
40
35
39
35
39
39
35
38
39
38
37
36
35
37
39
40
36
39
39
38
38
36
36
38
36
36
38
35
40
36
36
36
36
37
38
39
36
35
38
40
36
32
Latty=LLARYP.Lat;
a=6378137; %meters
b=6356752; %Meters
fprintf ("Prime Vertical Radius of Curvature\n");
i = 1;
sz = size(Latty);
while i <= sz(1)
Rn(:,1)=(a^2)/(sqrt((a^2)*(cosd(Latty).^2)+(b^2)*(sind(Latty).^2)));
i = i + 1;
end
fprintf("Rn =");
disp (Rn)
%Output
Prime Vertical Radius of Curvature
Rn = 1.0e+06 *
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
6.3841
%%The output I get

 Akzeptierte Antwort

Voss
Voss am 31 Aug. 2023

1 Stimme

Latty = [38; 39; 37; 40; 39; 36; 39; 39; 38; 40; 35; 37; 38; 40; 40; 37; 36; 36; 39; 36; 40; 35; 39; 35; 39; 39; 35; 38; 39; 38; 37; 36; 35; 37; 39; 40; 36; 39; 39; 38; 38; 36; 36; 38; 36; 36; 38; 35; 40; 36; 36; 36; 36; 37; 38; 39; 36; 35; 38; 40; 36; 32];
a=6378137; %meters
b=6356752; %Meters
Your while loop doesn't appear to be necessary; it's performing the exact same calculation multiple times. Maybe you meant this:
i = 1;
sz = size(Latty);
while i <= sz(1)
Rn(i,1)=(a^2)/(sqrt((a^2)*(cosd(Latty(i)).^2)+(b^2)*(sind(Latty(i)).^2)));
i = i + 1;
end
disp(Rn)
1.0e+06 * 6.3862 6.3866 6.3859 6.3870 6.3866 6.3855 6.3866 6.3866 6.3862 6.3870 6.3852 6.3859 6.3862 6.3870 6.3870 6.3859 6.3855 6.3855 6.3866 6.3855 6.3870 6.3852 6.3866 6.3852 6.3866 6.3866 6.3852 6.3862 6.3866 6.3862 6.3859 6.3855 6.3852 6.3859 6.3866 6.3870 6.3855 6.3866 6.3866 6.3862 6.3862 6.3855 6.3855 6.3862 6.3855 6.3855 6.3862 6.3852 6.3870 6.3855 6.3855 6.3855 6.3855 6.3859 6.3862 6.3866 6.3855 6.3852 6.3862 6.3870 6.3855 6.3841
However, you can do the same thing without a loop. (Use ./ for element-wise division.)
Rn = a^2./sqrt(a^2*cosd(Latty).^2+b^2*sind(Latty).^2);
disp(Rn)
1.0e+06 * 6.3862 6.3866 6.3859 6.3870 6.3866 6.3855 6.3866 6.3866 6.3862 6.3870 6.3852 6.3859 6.3862 6.3870 6.3870 6.3859 6.3855 6.3855 6.3866 6.3855 6.3870 6.3852 6.3866 6.3852 6.3866 6.3866 6.3852 6.3862 6.3866 6.3862 6.3859 6.3855 6.3852 6.3859 6.3866 6.3870 6.3855 6.3866 6.3866 6.3862 6.3862 6.3855 6.3855 6.3862 6.3855 6.3855 6.3862 6.3852 6.3870 6.3855 6.3855 6.3855 6.3855 6.3859 6.3862 6.3866 6.3855 6.3852 6.3862 6.3870 6.3855 6.3841

2 Kommentare

olivia
olivia am 31 Aug. 2023
wow thank you so much
Voss
Voss am 31 Aug. 2023
You're welcome!

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am 31 Aug. 2023

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am 31 Aug. 2023

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