changeset 269:a0eb1dc34aec

working on calculating the correct elevation angle to aeolian tone compact source.
author Rod Selfridge <r.selfridge@qmul.ac.uk>
date Tue, 31 Jan 2017 23:27:42 +0000
parents 333d4defb767
children 6c43922e139a
files Propellor/PropTestD3.pd Propellor/freqCalcCyl7HiFi.pd
diffstat 2 files changed, 6287 insertions(+), 661 deletions(-) [+]
line wrap: on
line diff
--- a/Propellor/PropTestD3.pd	Sat Jan 28 15:46:50 2017 +0000
+++ b/Propellor/PropTestD3.pd	Tue Jan 31 23:27:42 2017 +0000
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@@ -3118,19 +3131,633 @@
 #X connect 41 0 4 1;
 #X connect 41 0 37 4;
 #X restore 165 236 pd sourcePositions;
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+#X text 427 79 source - Obs Elevation;
+#X text 606 80 source - Obs Azimuth;
+#X text -249 14 Calculates position of the source.;
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+#X obj 461 71 *~;
+#X obj 568 70 *~;
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+#X text -65 517 THis is the angle in the y z plane between a projected
+point of the observer into the plane and the source. Think how to relate
+this to the elevation and azimuth as it is neither at the moment.;
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+#X text -8738 -1 The start position of the sword and the mid point
+are then vectors that describe plane of the sword. From this we can
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-#X connect 93 0 68 0;
-#X connect 94 0 69 0;
-#X restore 506 69 pd PropAzim;
-#X msg 657 58 0;
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-#X obj 373 607 bng 25 250 50 0 empty empty 2 11 11 0 10 -262130 -1
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-#X obj 563 671 s p2;
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-#X floatatom 843 438 0 0 0 0 - - -;
+#X connect 51 0 10 1;
+#X connect 51 0 9 1;
+#X connect 52 0 11 0;
+#X restore 309 105 pd ProjectionMatrix;
+#X msg -284 528 1;
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 #X connect 3 0 4 0;
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+#X connect 215 0 3 0;
 #X coords 0 -1 1 1 500 400 2 50 400;
--- a/Propellor/freqCalcCyl7HiFi.pd	Sat Jan 28 15:46:50 2017 +0000
+++ b/Propellor/freqCalcCyl7HiFi.pd	Tue Jan 31 23:27:42 2017 +0000
@@ -1,4 +1,4 @@
-#N canvas 65 37 672 568 10;
+#N canvas 442 129 1277 692 10;
 #X obj 52 299 *~;
 #X obj 52 392 s~ \$0-myFreq;
 #X obj 383 39 inlet;
@@ -30,6 +30,7 @@
 #X obj 225 154 r~ broBoost;
 #X obj 210 108 vcf~ 10;
 #X obj 210 131 vcf~ 10;
+#X obj 284 95 r \$0-Qval;
 #X connect 0 0 11 1;
 #X connect 0 0 12 1;
 #X connect 1 0 2 1;
@@ -42,6 +43,8 @@
 #X connect 10 0 9 1;
 #X connect 11 0 12 0;
 #X connect 12 0 9 0;
+#X connect 13 0 11 2;
+#X connect 13 0 12 2;
 #X restore 505 109 pd Dipoles;
 #X obj 506 58 noise~;
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 #X obj 127 75 inlet~;
 #X obj 59 98 /~ 343.56;
 #X obj 59 121 s~ \$0-MY_MACH;
-#N canvas 39 56 1340 718 GoldfreqGain 1;
+#N canvas 39 56 1340 718 GoldfreqGain 0;
 #N canvas 759 125 172 246 pow6 0;
 #X obj 47 67 *~;
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@@ -201,17 +204,19 @@
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+#X obj 125 163 spigot~;
+#X obj 178 115 max~ 25;
+#X obj 125 140 min~ -25;
+#X obj 182 21 r myMet;
+#X text -5 301 Limits the value of the elevation to 25 to replicate
+the scatter that would occur in the propeller when on a plane.;
 #X connect 0 0 2 0;
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 #X connect 2 0 3 0;
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 #X connect 8 0 6 0;
 #X connect 9 0 2 0;
 #X restore 419 253 pd scatter;
+#X obj 177 270 *~ 1.225;
+#X obj 177 345 /~ 1.81e-05;
+#X text 210 389 Reynolds Number;
+#X text 207 325 Viscosity;
+#X obj 190 369 s~ \$0-myRey;
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+#X obj 618 196 *;
+#X obj 690 215 * -8.553e-05;
+#X obj 618 261 + 16.5;
+#X obj 618 238 +;
+#X text -84 298 First section of the Reynolds number - DeltaF/F relationship
+is linear and did not appear to be reliant on current TU values;
+#X text 565 329 Third section of the Reynolds number - DeltaF/F relationship
+is linear and did not appear to be reliant on current TU values;
+#X text 114 -16 Middle section of Reynolds number - DeltaF/F relationship
+is also linear but depends on TU Value;
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+#X obj 252 163 < 193260;
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