This function generates so called Mackay-Icosahedron. In this function it's possible to change distance between atoms (bonding length) number of shells and also composition of two different kinds of atoms
Use following piece of code to visualise the particle:
radius = 1; details = 15;
for i=1:size(X,1)
[X_mesh,Y_mesh,Z_mesh] = ellipsoid(X(i),Y(i),Z(i),radius,radius,radius,details);
s(i) = surface(X_mesh,Y_mesh,Z_mesh);
set(s(i),'EdgeColor','none','Tag',strcat('atom_',int2str(i)));
if(type(i)==1)
set(s(i),'FaceColor','red');
else
set(s(i),'FaceColor','blue');
end
end
axis equal
axis off
light
lighting gouraud
引用格式
Dmitry (2024). Mackay-Icosahedron (https://www.mathworks.com/matlabcentral/fileexchange/27535-mackay-icosahedron), MATLAB Central File Exchange. 检索时间: .
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- Sciences > Chemistry > Quantum Chemistry >
- Simulink > Block and Blockset Authoring > Author Block Algorithms > Author Blocks Using MATLAB > Author Blocks Using MATLAB Functions > Programming for Code Generation > Function Definition >
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