Plotting a closed volume by connecting my points together

*I have coordinates of some points and by connecting them in 3D, I want matlab gives me a closed volume, not just connecting the points together by lines. How can I do that?

This is my coding.*

x=[-2.03759998750000,2.03759998750000,32.7895999970000,2.03759998750000,0.875599994500000,2.03759998750000,32.7895999970000,2.03759998750000,46.8795999980000,2.03759998750000,32.7895999970000,2.03759998750000,0.875599994500000,2.03759998750000,32.7895999970000,2.03759998750000,-1.53839999775000,2.03759998750000,32.7895999970000,2.03759998750000,0.875599994500000,2.03759998750000,32.7895999970000,2.03759998750000,46.8795999980000,2.03759998750000,32.7895999970000,2.03759998750000,0.875599994500000,2.03759998750000,32.7895999970000,2.03759998750000,14.1450000037500,2.03759998750000,32.7895999970000,2.03759998750000,0.875599994500000,2.03759998750000,32.7895999970000,2.03759998750000,46.8795999980000,2.03759998750000,32.7895999970000,2.03759998750000,0.875599994500000,2.03759998750000,32.7895999970000,2.03759998750000,-1.53839999775000,2.03759998750000,32.7895999970000,2.03759998750000,0.875599994500000,2.03759998750000,32.7895999970000,2.03759998750000,46.8795999980000,2.03759998750000,32.7895999970000,2.03759998750000,0.875599994500000,2.03759998750000,32.7895999970000,2.03759998750000]';

y=[-1.47299999962500,1.47299999962500,-35.6150000071250,1.47299999962500,-73.9650000031250,1.47299999962500,-35.6150000071250,1.47299999962500,-81.3849999943750,1.47299999962500,-35.6150000071250,1.47299999962500,-73.9650000031250,1.47299999962500,-35.6150000071250,1.47299999962500,-89.1150000028750,1.47299999962500,-35.6150000071250,1.47299999962500,-73.9650000031250,1.47299999962500,-35.6150000071250,1.47299999962500,-81.3849999943750,1.47299999962500,-35.6150000071250,1.47299999962500,-73.9650000031250,1.47299999962500,-35.6150000071250,1.47299999962500,-45.8089999963750,1.47299999962500,-35.6150000071250,1.47299999962500,-73.9650000031250,1.47299999962500,-35.6150000071250,1.47299999962500,-81.3849999943750,1.47299999962500,-35.6150000071250,1.47299999962500,-73.9650000031250,1.47299999962500,-35.6150000071250,1.47299999962500,-89.1150000028750,1.47299999962500,-35.6150000071250,1.47299999962500,-73.9650000031250,1.47299999962500,-35.6150000071250,1.47299999962500,-81.3849999943750,1.47299999962500,-35.6150000071250,1.47299999962500,-73.9650000031250,1.47299999962500,-35.6150000071250,1.47299999962500]';

z=[-61.5049999987500,61.5049999987500,41.0790000005000,61.5049999987500,20.5010000002500,61.5049999987500,41.0790000005000,61.5049999987500,0.0130000062499988,61.5049999987500,41.0790000005000,61.5049999987500,20.5010000002500,61.5049999987500,41.0790000005000,61.5049999987500,-20.4589999845000,61.5049999987500,41.0790000005000,61.5049999987500,20.5010000002500,61.5049999987500,41.0790000005000,61.5049999987500,0.0130000062499988,61.5049999987500,41.0790000005000,61.5049999987500,20.5010000002500,61.5049999987500,41.0790000005000,61.5049999987500,-40.9549999897500,61.5049999987500,41.0790000005000,61.5049999987500,20.5010000002500,61.5049999987500,41.0790000005000,61.5049999987500,0.0130000062499988,61.5049999987500,41.0790000005000,61.5049999987500,20.5010000002500,61.5049999987500,41.0790000005000,61.5049999987500,-20.4589999845000,61.5049999987500,41.0790000005000,61.5049999987500,20.5010000002500,61.5049999987500,41.0790000005000,61.5049999987500,0.0130000062499988,61.5049999987500,41.0790000005000,61.5049999987500,20.5010000002500,61.5049999987500,41.0790000005000,61.5049999987500]';

F = TriScatteredInterp(x,y,z);

ti = -100:0.5:100;

[qx,qy] = meshgrid(ti,ti);

qz = F(qx,qy);

mesh(qx,qy,qz);

hold on;

plot3(x,y,z,'o');

xlabel('x')

ylabel('y')

zlabel('z')

Answer 1

[KSSV]

Use

surf(qx,qy,qz)

Answer 2

[KSSV]

Other method is using delaunayTriangulation.

dt = delaunayTriangulation(x,y,z) ;
tetramesh(dt)