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Cylinder

version 1.0.0.0 (2.21 KB) by J. Divahar
This function will construct a 3d cylinder connecting two points (centers)

15 Downloads

Updated 16 Mar 2007

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This function constructs a cylinder connecting two center points

Usage :
[Cylinder EndPlate1 EndPlate2] = Cylinder(X1+20,X2,r,n,'r',closed,lines)

Cylinder-------Handle of the cylinder
EndPlate1------Handle of the Starting End plate
EndPlate2------Handle of the Ending End plate
X1 and X2 are the 3x1 vectors of the two points
r is the radius of the cylinder
n is the no. of elements on the cylinder circumference (more--> refined)
cyl_color is the color definition like 'r','b',[0.52 0.52 0.52]
closed=1 for closed cylinder or 0 for hollow open cylinder
lines=1 for displaying the line segments on the cylinder 0 for only
surface

Typical Inputs
X1=[10 10 10];
X2=[35 20 40];
r=1;
n=20;
cyl_color='b';
closed=1;

NOTE: There is a MATLAB function "cylinder" to revolve a curve about an
axis. This "Cylinder" provides more customization like direction and etc

Cite As

J. Divahar (2021). Cylinder (https://www.mathworks.com/matlabcentral/fileexchange/13995-cylinder), MATLAB Central File Exchange. Retrieved .

Comments and Ratings (9)

Luis Ontañon

Thank you for the proposition Divahar. Very interesting!!!
I try to implement it to generate a cylindrical surface around a plotted line.
The idea that I have in mind was to generate a 3d surface of the trajectory of a Chaotic Lorenz system.
Later, the plotted cylindrical trajectory was going to be exported to a STL file to be printed in a 3d Printer.
Nevertheless, I didn't understand how to use the data of the Cylinder surface file in the workspace of Matlab after running your program

The code that Im using is in this link:
http://a.uaslp.mx/Cylind_chaos

MCH

Much more intuitive than other cylinder functions

Matthew

Still useful 10 years later. Thanks for the upload!

Thales

Kuifeng

Damith Jinasena

karl marx

Its very useful to me and all.

Germain Aoun

Nice work ! Error corrected and no glitches here !
Is there a way to detect whether a point (X;Y;Z) belongs (is inside) to the volume delimited by a cylinder generated by your function ?
Thanks

Charles Warren

I get inconsistent results depending on whether I set closed. I think the translation code for the endcaps (lines 82-90) away from the origin, the offsets are wrong (cut and paste typos probably). Line 83 should end with +X1(1); line 85 should end with +X1(3); line 87 should end with +X1(1); line 89 should end with +X1(3). When I make those changes, I get consistent plots for closed=0,1.

MATLAB Release Compatibility
Created with R14SP1
Compatible with any release
Platform Compatibility
Windows macOS Linux
Acknowledgements

Inspired: Cone

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