how do i fix "inner matrix dimensions must agree" in this formula?
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Mikel lynch
am 19 Nov. 2014
Kommentiert: C.J. Harris
am 20 Nov. 2014
I am trying to input a number of variables into a formula which are listed in the code below (r=radial coordinate). I have seen other answers covering this same error but still cannot solve it. i have tried using ./ .* etc. in different places but to no avail. Error is: Error using * Inner matrix dimensions must agree.
Error in project2 (line 19) w=(P*rd^4)./(64*K*(1+v))*(2*(3+v).*(1-(r./rd).^2)-(1+v).*(1-(r./rd).^4))
Can anyone advise as to where my mistake is? Thanks.
Code is:
if true
% code
end
function [ w,wmax ] = project2( E,K )
%project2 Function to determine deflection (w) at a certain pressure until
%deflection exceeds wmax.
%
v=0.3; %poissons ratio for all materials
t=0.005; %plate thickness, measured in meters
rd=0.15; %plate radius, measured in meters
for P=0:5000:50000;
wmax=P*(rd^4)*(5+v)/64*K*(1+v);
if wmax<=0.0025;
rad=(0:0.01:0.15);
theta=(0:24:360);
[thm, rm]=meshgrid(theta,rad);
[X,Y]=pol2cart(thm,rm);
r=[X,Y];
w=(P*rd^4)./(64*K*(1+v))*(2*(3+v).*(1-(r./rd).^2)-(1+v).*(1-(r./rd).^4))
else pause
end
end
end
3 Kommentare
Adam
am 19 Nov. 2014
Well, yes, you can do plenty of maths with scalars, but as soon as you start passing in matrices or greater dimensionality you have to be very precise with your formula to avoid getting dimension mis-matches for multiplying and dividing.
Akzeptierte Antwort
C.J. Harris
am 19 Nov. 2014
Some of your defined vectors are of a fixes size, for example:
rad=(0:0.01:0.15);
theta=(0:24:360);
Therefore your function is only going to work for scalar inputs (not vectors or matrices) unless you rework the line:
w=(P*rd^4)./(64*K*(1+v))*(2*(3+v).*(1-(r./rd).^2)-(1+v).*(1-(r./rd).^4))
Also your if statement will probably not work as you intend for non scalar inputs as wmax will be the same size as K:
if wmax<=0.0025
2 Kommentare
C.J. Harris
am 20 Nov. 2014
You's have to think about what a matrix input actually meant. Possibly loop through all the values. It's not as simple as just 'fixing it'.
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