diff SwordAutoWillD2/SwordAutoWillD2.pd @ 190:d3acc0c1218e

Sword - folder of files to Will

--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/SwordAutoWillD2/SwordAutoWillD2.pd	Mon Feb 22 17:06:37 2016 +0000
@@ -0,0 +1,9657 @@
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+#X text -165 433 Top Speed;
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+#X text 327 27 Calculates the length of the arc based on the length
+of the great circle. Always presumed the centre of the arc is a stationary
+origin.;
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+#X text 25 695 Calculate the length of the great circle;
+#X text 371 373 Add in the length of half the circumference if angles
+are greater than 180 degrees.;
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+#X text -8327 41 Calculate where the mid point of the swing should
+be in order that the max speed is in the xz plane;
+#X text -8767 21 The start position of the sword and the mid point
+are then vectors that describe plane of the sword. From this we can
+project to a point that is the closest point to the observer and calculate
+the elevation and azimuth between source and observer.;
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+#X text -8250 451 Determinant;
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+#X text -8669 442 -b12 & -b21;
+#X text -8873 287 Martix a is original;
+#X text -8873 317 Martix c is inverse b;
+#X text -8873 302 Martix b is a' * a;
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+#X text -8875 331 Matrix d is a * b;
+#X text -8802 665 d11;
+#X text -8669 666 d21;
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+#X text -7955 132 Under all this is the projection matrix onto the
+plane of the sword;
+#X text -7640 256 p13;
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+#X text -7641 375 p23;
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+#X msg 69 41 \$1 5;
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+#X msg 112 41 \$1 5;
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+#X text -80 315 x' \, y' & z' relates to the point in the plane of
+the sword when the observer position is projected on;
+#X text -89 244 x';
+#X text 114 243 y';
+#X text 307 248 z';
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