Hi,
I've recently been studying Lorenz attractors and other chaos circuits
and have built one in PD. (I've looked at Ben Bogart's external
containing a Lorenz attractor but I wanted to build my own). The patch
is detailed below and I'd appreciate any comments regarding any aspect
of it, but
2) Why does it take 2 bangs to start it?
because only the leftmost inlet of the [expr] object will trigger the
equation. so you need to use a [trigger] object to send the 'start' bangs
to the right inlets first, and then finally to the left inlet:
like this:
[bang]
|
[t b b b b b b b ]
On 15/06/2008, at 19.39, James Dunn wrote:
2) Why does it take 2 bangs to start it?
Execution order. Have a look at [trigger]. You want the right most
inlet of expr to get it input the last - if i'm not mistaken.
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1) What is a better method of displaying the output? (the lines always
get erased as the array draws new lines)
arrays in pd only have one y value for each x value.
as far as i know, there are no 'array' clones in pd that allow for multiple
y values.
Chaos is fascinating and attractors too (like an order in the chaos).
Here your patch with [t b b] to start and a gem window to see
attractors. (push the create message).
++
Jack
attractor.pd
Description: Binary data
Le 15 juin 08 à 19:39, James Dunn a écrit :
Hi,
I've recently been
Here with lines if you prefer.
++
Jack
attractor2.pd
Description: Binary data
Le 19 juin 08 à 13:28, Jack a écrit :
Chaos is fascinating and attractors too (like an order in the chaos).
Here your patch with [t b b] to start and a gem window to see
attractors. (push the create message).
Jack wrote:
Here with lines if you prefer.
++
Jack
That's great - thanks for all the replies!
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