GraphingCalcUsers at Yahoo! Groups

Re: trying to create a gradually drawn 3d curve

Chris Young — Tue, 10 Nov 2009 06:36:32 GMT

Here's a simple example where you can have both the regular curve via F(t) and the progressively drawn curve via F(nt), where n runs from 0 to 1.

Re: trying to create a gradually drawn 3d curve

David Craig — Mon, 09 Nov 2009 22:49:03 GMT

... Use n*t as the parameter. GC will plot the t from 0 to 1 (or whatever range you set for t); as n grows the plotted parameter range goes from 0 to n*t.

trying to create a gradually drawn 3d curve

helper — Mon, 09 Nov 2009 22:37:55 GMT

I have a simple problem which still escapes me. I am trying to draw a 3d space curve, using n, instead of t, which slowly grows, like a trajectory path, as n

MONKEY FIST

arthur.lawrence@... — Sat, 03 Oct 2009 02:13:11 GMT

FOOLING AROUND WITH TORI AND CAME UP WITH THIS! ARTPLOT

FORGOT MONKEY FIST

arthur.lawrence@... — Sat, 03 Oct 2009 02:12:57 GMT

FORGOT TO ADD ATTACHMENT (DUH) ARTPLOT

CHECKERBOARD INVERSION

ChristopherYoung56@... — Wed, 16 Sep 2009 21:25:51 GMT

Hi Chris, The conformal stuff I'm getting is great and inspiring. I'll be glad when the new release comes out. The attach is slow to go but the color

Re: Tiling the plane with circles

Chris Young — Sat, 12 Sep 2009 19:00:14 GMT

On Sep 11, 2009, at 3:21 PM, ... In GC 3.5, you can use parameter lists to plot each circle. The circle at the pole gets "blown up"

Good speed-up method!

Chris Young — Wed, 26 Aug 2009 05:30:51 GMT

Thanks for the tip! Using the built-in grid and axis seems to speed things up a lot. Wish there were an option to make it darker. Ch Thanks for the tip!

Re: Brainstorm. Speeding up complex plots of grids.

Chris Young — Tue, 25 Aug 2009 04:07:35 GMT

On Aug 24, 2009, at 9:56 PM, ... Here's something pretty fast from the Help menu under Examples/5. Complex variables/• Conformal

Artplot's latest complex curves

Chris Young — Mon, 24 Aug 2009 05:14:35 GMT

Just want to share some more beautiful complex curves from "Artplot".

Filtering out the "jump line" in complex plot of log

Chris Young — Sat, 22 Aug 2009 07:47:35 GMT

By adding the "if " condition, we get rid of what was really not a curve, but just a "jump line" across a discontinuity, I believe. By adding the

Complex plot. Cartesian coordinates sharper than parametric. Colored

Chris Young — Sat, 22 Aug 2009 07:37:13 GMT

The cartesian coordinates (i.e., using equations with x and y) seem to work a lot better than parametric ones (with t) as far as plotting in the right-hand

Complex log curves. Using moving vertical grid line to trace curves.

Chris Young — Sat, 22 Aug 2009 07:15:39 GMT

Here's another way to see how each curve on the left gets mapped. I think what we're mapping is actually the inverse of the function , since the mapping

Beautiful complex plot of log

Chris Young — Sat, 22 Aug 2009 07:04:45 GMT

Just forwarding this beautiful plot from Artplot, to whom all credit is due: Below is a way you can trace where each curve comes from, by coloring the

Two-pane plots of complex functions

Chris Young — Fri, 21 Aug 2009 06:34:59 GMT

There are a lot of examples scattered throughout the Help section. The following is slightly modified from the file "Complex mapping". I think that, since