Maslow Chain Geometry diff

	A	B	C	D	E	F	G	H	I
1	Blue areas are data entry			see improved javascript version at http://lang.hm/maslow/maslow4_frame.html
2	green/red areas are the results
3		Frame	max	Workpiece
4	Width	3000	2126.47	1250.00	1296.72	use angles	from Bar
5	Height	2400	1308.09	1290.55	1250
6
7	min arm angles	from Bar	from CAD	clipped ears	custom	used	widest angle
8	adjacent anchors (top)	40	38.7	27.5	38.7	40	140
9	adjacent anchors (side)	40	38.7	38.7	27.5	40	140
10	opposite anchors	130	128.7	123.07	123.07	130
11
12	Check Frame Width based on manually entered width and calculated height
13		workpiece	frame	offset	ratio	angle	angle between belts
14	Horizontal	1250.00	3000	875.00	0.37	20.30	139.41
15	Vertical	1290.55	2400	554.73	0.73	36.10	107.8
16	frame diag (c)		3841.87
17	lower near anchor to top corner (a)		2042.22		-0.6428	130	130
18	top far anchor to top corner (b)		2196.21		belt length	2814.37	max belt	4472.4	MM
19								2	fixed addition to belt (in)
20
21	the below is the makings of a graph showing available cutting area for the frame size using calculated workpiece height to view it, save it as a file (for this example maslow.html), then fix the quotes In linux and probably mac this can be done with a command like: sed -e s/'^"'// -e s/'"$'// -e s/'""'/'"'/g maslow.html >maslow2.html then view the file in a browser with a url like file:///home/your userid/maslow2.html
22	<!DOCTYPE html> <html> <body> <h1>Maslow cutting area for "3000" x "2400" frame</h1> <svg width="3000" height="2400" xmlns="http://www.w3.org/2000/svg" > <clipPath id="q1"> <rect width="1500" height="1200" x="0" y="1200" /> </clipPath> <clipPath id="q2"> <rect width="1500" height="1200" x="1500" y="1200" /> </clipPath> <clipPath id="q3"> <rect width="1500" height="1200" x="0" y="0" /> </clipPath> <clipPath id="q4"> <rect width="1500" height="1200" x="1500" y="0" /> </clipPath> <circle cx="2506.92" cy="-58.649" r="2507.606" fill="green" clip-path="url(#q1)" /> <circle cx="493.08" cy="-58.649" r="2507.606" fill="green" clip-path="url(#q2)" /> <circle cx="2506.92" cy="2458.649" r="2507.606" fill="green" clip-path="url(#q3)" /> <circle cx="493.08" cy="2458.649" r="2507.606" fill="green" clip-path="url(#q4)" /> <circle cx="-1430.104" cy="1200" r="1866.869" fill="red" /> <circle cx="4430.104" cy="1200" r="1866.869" fill="red" /> <circle cx="1500" cy="-1787.63" r="2333.586" fill="red" /> <circle cx="1500" cy="4187.63" r="2333.586" fill="red" /> <rect width="1250" height="1290.55" x="875" y="554.725" fill="transparent" stroke="white" stroke-width="1" /> Sorry, your browser does not support inline SVG. </svg> </body> </html>
23
24
25
26		the graph definition above is made up from 8 circles:
27		green circles (plot only far quadrent from center)				red circles
28		X	Y	R		X	Y	R
29		2506.919557	-58.64944677	2507.605516		-1430.104311	1200	1866.868592
30		493.0804426	-58.64944677	2507.605516		4430.104311	1200	1866.868592
31		2506.919557	2458.649447	2507.605516		1500	-1787.630389	2333.58574
32		493.0804426	2458.649447	2507.605516		1500	4187.630389	2333.58574
33
34		frame details			side no-go zone
35		3841.874542		diag length	20	min angle side
36	MM	51.34019175		diag angle	436.7642811	side offset			R=(abc)/srt((a+b+c)(a+b-c)(a+c-b)(b+c-a))
37	IN	corner no-go zone			1277.013327	slope distance			let a=b
38		130		min angle opposite	1866.868592	R			R=(aac)/srt((a+a+c)(a+a-c)(c)(c))
39		51.34019175		diag angle	2930.104311	X from frame center
40		3841.874542		frame diag	top no-go zone
41		2119.519769		slope distance	20	min angle top
42		2507.605516		R	545.9553514	top offset
43		895.7477604		triangle height	1596.266659	slope distance
44		1006.919557		X from frame center	2333.58574	R
45		1258.649447		Y from frame center	2987.630389	Y from fame center
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