Code covered by the BSD License
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[Area,Ax,Ay,Ixx,Iyy,Pxy]=spln...
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[Area,xcent,ycent,Axx,Ayy,Axy...
[Area,xcent,ycent,Axx,Ayy,Axy]=areaprop(pdat,sdat,titl,doplot)
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[Area,xcent,ycent,Ixx,Iyy,Ixy...
[Area,xcent,ycent,Ixx,Iyy,Ixy]=ellipsecheck(n) checks
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[V,Rc,VRR,I]=volprop(pdat,sda...
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[pdat,sdat]=areabook
[pdat,sdat]=areabook creates data for
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[pdat,sdat]=elipwholes
[pdat,sdat]=elipwholes creates an ellipse with
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[pdat,sdat]=torconedat
[pdat,sdat]=torconedat creates data for
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[pdat,sdat]=triacirc
This function defines a semicircle on the
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[pdat,sdat]=volbook
[pdat,sdat]=volbook example from
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ellipticbowl
Example 8: Elliptic Bowl with a Semi-circular Rim
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examples
Ten examples are given which show use
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plotdat(pdat,sdat,titl)
plotdat(pdat,sdat,titl) plots a geometry
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plotvol(pdat,sdat,t1,t2,titl,...
plotvol(pdat,sdat,t1,t2,titl,nrot,nspl)
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readme
Computation of geometrical properties of plane areas including
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u=chkdat(v)
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v=cplx2mat(z)
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v=splder(td,zd,t)
v=splder(td,zd,t) cubic spline differentiation
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v=xymom(type,xd,yd,n,m)
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View all files
Area and volume properties
by Howard Wilson
29 Sep 2009
Area and volume properties for shapes defined by piecewise linear and spline boundaries
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Watch this File
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| File Information |
| Description |
Programs to analyze complicated plane geometries and volumes of revolution are provided. Function areaprop computes area, centroidal coordinates, and inertial moments of general shapes having piecewise linear and spline interpolated boundary segments. Regions composed of several parts which may have holes are allowed. Function volprop analyzes volumes generated by rotating an area about the z axis through arbitrary angular limits. The volume, centroidal coordinates, second order moments, and inertia tensor are obtained for the rotated geometry. Typing readme in the workspace discusses the methods used and typing examples runs ten test cases illustrating data preparation and use of the software.
References for this work are “Advanced Mathematics and Mechanics Applications Using MATLAB” by H.B. Wilson, L.H. Turcootte, and D. Halpern and “Principles of Dynamics” by D.T. Greenwood.
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| MATLAB release |
MATLAB 7.5 (R2007b)
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