have a script for the calculation in real plane, i need to have the same calculation in imaginary plane ( imaginary plane for 10 cm above the real plane)

3 vues (au cours des 30 derniers jours)
%Source plane
%%source's positions
% source 1
x1=0.4;
y1=0.2;
z1=0;
%source 2
x2=0.8;
y2=0.55;
z2=0;
%source 3
x3=0.5;
y3=0.65;
z3=0;
% Initilization
r1source = zeros(length(y),length(x),length(z)) ;
r2source = zeros(length(y),length(x),length(z)) ;
r3source = zeros(length(y),length(x),length(z)) ;
for m=1:length(y)
for n=1:length(x)
for o=1:length(z)
r1source(m,n,o)=sqrt((x(n)-x1)^2+(y(m)-y1)^2+(z(o)-z1)^2);
r2source(m,n,o)=sqrt((x(n)-x2)^2+(y(m)-y2)^2+(z(o)-z2)^2);
r3source(m,n,o)=sqrt((x(n)-x3)^2+(y(m)-y3)^2+(z(o)-z3)^2);
end
end
end
  2 commentaires
Walter Roberson
Walter Roberson le 8 Déc 2021
What is the difference between saying "imaginary plane for 10 cm above the real plane" as compared to just increasing z1, z2, z3 by 10 cm ?
Balaji Ramdas
Balaji Ramdas le 9 Déc 2021
i would say if i just increase the value of z its just changing the position on the real plane, but what i need is,
Imagine there are 3 sound souces placed and we measure the sound pressure at all the points in the aparture that is defined from each sound source to all particular points, so the calucaltion where the sound sources are places is easily defined . my question is, in case if we can imagine and define the imaginary plane with exactly same aparture or size of the real plane, and caluculate the sound presuure in that imaginary plane but still the sound sources are placed in the same position in real plane

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