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My Images for Craige_Hales

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Album: Public (Craige_Hales)

by Super User Craige_Hales
this spline is very stiff
The cubic curve is defined by four points
Select Points, then SHIFT to add the line
cubic fit
Graph Builder can do it. So can Fit Y by X.
snip of a pdf describing how to choose slope for first and last end points of a spline
Dialog to manage stop words
Capture0.png
Capture1.PNG
big class in  browser
big integer values
Graph Builder's jitter setting
blue down arrow
dates are 10-digit integer values
Dates are represented by 10-digit integers
The dashed red curve does not use centering and misses the data points
changing decimal and grouping symbol
start menu, type data source...
Drivers tab
Use the table widget to manage visible and invisible tables
pop-up menu for toolbar; drag the dotted handle to arrange segments
Grayed tables are opened without a window until you double click
scripting index looking at functions that start with V
Capture.PNG
Spine, bark, control points for Bezier
Lots of leaf octagons with odd/even overlap
Just a trunk. The end cap is rounded with a Bezier too.
This branch point chose a three-way split.
Add the octagon leaves. They don't overlap because the size was adjusted.
One more level.
The overlapping leaves show the odd/even effect of crossing paths.
Tiny leaves on a big tree.
Tiny, still more branching
Big leaves, lots of branches.
It is a graph.
does not print "opening" or "closing"
lissajous.png
lissajous.png
Diagonal line through 7 data points; the X and Y are the same because the counters are the same.
Diagonal line through 7 data points; the X and Y are the same because the counters are separate, but initialized identically.
One cycle
If the frequency changes, it is not a sine wave
Lissajous curve from an X and Y sine source with different frequencies
Harmonics 1,3,5,7
Harmonics 1,3,5,7,9,11,13,15,17,19,21,23,25,27,29,31,33,35
Look the same. They should, the amp value is multiplied, just a different approach.
Odd harmonics 1 to 49
graph.PNG
class.png
two squares, two circles, two outlined, two filled
BezierTree.png
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Spine, bark, control points for Bezier
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Added ‎06-07-2020 02:53 PM
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Spine, bark, control points for Bezier
Posted in: Bezier Tree using Path() - ( ‎06-07-2020 03:48 PM )

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