Is it really DC offset when the value goes from 0 to 1 instead of -1 to 1? I mean, that's the way [phasor~] comes right out of the box.

D.

Alexandre Porres wrote:

I tried again, and now it works much better than before... so I guess there was something wrong before.

Well Claude, it seems it almost works as the [triangle~] object.

Do you guys know about this one? It comes in some external library.

Were you who did it anyway Claude? :)

[triangle~] works in a similar fashion, it goes smoothly from inverse sawtooth to triangle and the sawtooth depending on the parameter (from 0 to 1).

The thing is that Triangle corrects the DC Offset, which could easily be done in the expr. But now I may start to sound like an obssessed DC Offset maniac.

Cheers
Alex


On Mon, Mar 30, 2009 at 1:25 PM, Claude Heiland-Allen <claudiusmaxi...@goto10.org <mailto:claudiusmaxi...@goto10.org>> wrote:

    Alexandre Porres wrote:

        On Mon, Mar 30, 2009 at 12:02 PM, Claude Heiland-Allen <
        claudiusmaxi...@goto10.org <mailto:claudiusmaxi...@goto10.org>>
        wrote:


            [phasor~]                               [r~ shape]
            [expr~ if($v1<$v2,$v1/$v2,(1-$v1)/(1-$v2))]


        I tried that, but it didnt actually worked, I just get actual
        sawtooths, and
        no real triangles.


    Sorry for the shortness/lack of explanation, 0<shape<1, where 1 for
    phasor, 0.5 for triangle, 0 for backwards phasor.

    considering shape as a constant, obviously you get weird results if
    you modulate it, but that's half the fun:

    0.0   <= input <= shape  ~>  0.0 <= output <= 1.0  (rising ramp)
    shape <= input <= 1.0    ~>  1.0 >= output >= 0.0  (falling ramp)

    Hope this helps,



    Claude
-- http://claudiusmaximus.goto10.org




--
Alexandre Torres Porres
cel. (11)8179-6226
Website: http://porres.googlepages.com/home
http://www.myspace.com/alexandretorresporres


--
::: derek holzer ::: http://blog.myspace.com/macumbista ::: http://www.vimeo.com/macumbista :::
---Oblique Strategy # 35:
"Consider transitions"

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