dansmath > Math Jokes
 
 
 

dan's graphics gallery
 
 
 
An assortment of math-related pictures. Some use Mathematica,
others from 3D modeling or "Graphing Calculator" software.
 
 
Looking at z = f(x, y)
 
Twisty Curves in Space
 
Out of Control Polyhedra
 
Rectangles Cut Into Squares
 
Nested Circles of Apollonius
 
Dan's 3D 'Virtual Experiments'
 

 
Looking at z = f (x, y) in a few ways (back to top)
(brought to you by Mathematica... commands in gray)
density plot
f[x_, y_] := Sin[2x] Sin[y]; d1=DensityPlot[ f[x,y],{x,-3,3}, {y,-3,3},PlotPoints ->23,ColorFunction ->Hue];
contour plot
f[x_, y_] := Sin[2x] Sin[y]; c1=ContourPlot[ f[x,y],{x,-3,3}, {y,-3,3},Contours ->9,PlotPoints->73, ContourLines->False, ColorFunction->Hue];
surface plot
f[x, y]:= Sin[2x] Sin[y]; p1=Plot3D[f[x,y], {x,-3,3},{y,-3,3}, PlotPoints->63,Mesh-> False,ColorFunction-> (Hue[.3+.5#]&)];
combo plate
Graphics3D[First [Graphics[ac[k]]]/. Line[x_]:>Line[Map[ Append[#,k]&,x]]; Show[surf,Table[ {g1[k],g2[k]}, {k,-.9,.9,.2}]

 
Twisty Curves In Space (back to top)
(more from Mathematica... mostly parametric trig functions)

 

 

 

your basic saddle

morphed curve dot net

surfaced curve

roller coaster

 
Out of Control Polyhedra! (back to top)

 

 

 

 

polyhedral planets

fractal icosahedron

icosa-hair-dron

216 color cubes

 
Rectangles Cut Into Squares (back to top)
(sorry, the flow diagram is upside down...)

 

 

a 32 x 33 rectangle tiled by squares...

...the corresponding flow diagram

 
Nested Circles of Apollonius (back to top) . . . . .
   
For more pics, and to find out what those numbers are, see dan's
nested circles page

the big picture

now let's

zoom in!

 
Dan's 3D Virtual Experiments (back to top)
(brought to you by the late great Infini-D software from MetaTools)

 
 

 

helix-stick-thing
woodhead and safir
(YouTube stars!)

dansmath lessons cube
 
 

 
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