Here is a more precise explanation, taken from the net. The original article is: Mitsuhashi orbiting formula (JAES 30:10) Journal Audio Engineering Society Wave signals generated from a 3d surface Both x and y functions and their first-order derivatives are continuous over the terrain Both x and y functions are zero on the boundaries of the terrain Ex. Formula Wave( x , y) = (x - y)(x - 1)(x + 1)(y - 1)(y + 1) Fairly experimental sound generation Orbiting the terrain Fixed orbits Produce a predictable signal Time-varying orbits Produce a signal that varies over time Meaning FM or Vector modulation. Here is more This implements a 2-dimensional table access: F(x,y). It uses the formulas ; given in Boronovo and Haus for calculating the x and y values: ; x = 2fxt + Px + Ix(t)sin(2piFxt + Qx) ; y = 2fyt + Py + Iy(t)sin(2piFyt + Qy) ; where ; fx, fy, Fx, Fy are frequencies ; Px, Py, Qx, Qy are initial phase values ; Ix(t), Iy(t) are "time-dependent orbital parameters," which means ; the amplitudes of the sine waves which produce eliptical ; motion through the 3D table. --- In wiardgroup@yahoogroups.com, "coyoteous" <antithesist@m...> wrote: > Okay, nevermind - I still don't understand the difference, but I see the > difference. Next time I'll read the assignment before I raise my hand - can > anybody point to this new research? > > Thanks, Barry > > --- In wiardgroup@yahoogroups.com, "coyoteous" <antithesist@m...> wrote: > > Please add my "this is cool" vote, though something similar has been > around > > the CSound world for years: > > > > Wave terrain synthesis with Csound > > > > by Josep M. Comajuncosas - Barcelona, dec. 1997 / jan. 1998 > > > > http://www.csounds.com/jmc/Articles/Wts/WTS.html > > > > Who is "the researcher who authored the paper" you reference? > > > > Barry > > > > --- In wiardgroup@yahoogroups.com, "grantrichter2001" <grichter@a...> > > wrote: > > ... > > > Bear in mind the technology is so new that not even the > > > researcher who authored the paper knows wht the technique > > > can do. The only way to find out is to experiment. > > ...
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Re: New Wiard "Walkabout" Module
2005-05-02 by grantrichter2001
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