Hi there,
I have ellipsoids of different principal radii a b c and within these I attempt to quantify the number of smaller spheres with constant radii that I can fit into the ellipsoids and assess how the number of spheres changes with increasing ellipsoid axes.
The relationship of the counts and the size of the ellipsoids is as follows:
atom counts = 4/3*pi*a*b*c (2/0.0715)
I am still new to matlab and I am struggling to get a proper expression to assess this.
The code below gives the following error:
Unable to perform assignment because the left and right sides have a different number of elements.
a = [3.4995 3.098 2.737 1.9185 2.1555 2.6865 2.0295 2.3715 1.111 2.1575 1.93 1.6605 1.884 1.9795 3.0115 1.2425 2.569 1.8575 1.4275 1.427 2.2905];b = [2.29 2.807 2.1635 1.6945 1.1335 2.0845 1.7195 2.013 0.9385 1.68 1.7545 0.9175 1.0685 1.029 2.392 0.986 2.1365 1.576 1.0705 1.104 1.882];c =[2.035 1.295 2.035 1.295 1.295 1.295 1.295 1.295 0.74 1.48 0.925 0.925 1.665 1.11 1.665 0.74 2.035 1.295 0.74 0.555 1.665];f_pi= 4.1888;ucellatoms= 2/0.0715;for n= 1:1:100 l(n) = n.*(a.*b.*c); Mean_diam(n) =(n.*(a+b+c)./3); atm_count = ucellatoms.*f_pi.*l; plot (atm_count,l,'o') nabc=l'; mean_d = Mean_diam'; atcounts=atm_count'; Ex = [nabc,atcounts]; plot(mean_d,atcounts, '*')end
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