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The shader runs one step of the simulation, so at the end, you set the output pixel with the particle s updated position and velocity. In the ActionScript 3.0 code, you ll run this shader on a large set of particles, once per frame update. Finally, put these two shaders together in Example 38-3.

66677 45 23 1

EXAMPLE 38-3

occurred. This plot effectively displays the overall variability in the compressive strength data and simultaneously shows the variability in these measurements over time. The general impression is that compressive strength varies around the mean value of 162.67, and there is no strong obvious pattern in this variability over time. The digidot plot in Fig. 6-18 tells a different story. This plot summarizes 30 observations on concentration of the output product from a chemical process, where the observations are recorded at one-hour time intervals. This plot indicates that during the rst 20 hours of operation this process produced concentrations generally above 85 grams per liter, but that following sample 20, something may have occurred in the process that results in lower concentrations. If this variability in output product concentration can be reduced, operation of this process can be improved.

public void set(int temp) { m-temperatureReading = t e m p ;

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package { import flash.display.*; import flash.events.*; import flash.geom.*; import flash.net.*; public class ch38ex3 extends Sprite { protected const URL_BASE:String = "http://actionscriptbible.com/files/"; protected const INITIAL_PARTICLES:int = 1000; protected const WELL_GRAVITY_MAX:Number = 5000; protected var W:int, H:int; protected protected protected protected var var var var generatorShader:Shader; stepShader:Shader; forcemap:BitmapData; particleData:Vector.<Number>; //4 channels: px,py,vx,vy

EXERCISES FOR SECTION 6-6

6-57. The College of Engineering and Applied Science at Arizona State University had a VAX computer system. Response times for 20 consecutive jobs were recorded and are as follows: (read across) 5.3 5.0 9.5 10.1 5.8 6.2 5.9 7.2 10.0 12.2 8.5 4.7 11.2 7.3 6.4 12.4 3.9 8.1 9.2 10.5 (b) Speci cations on product viscosity are at 48 2. What conclusions can you make about process performance 6-59. The pull-off force for a connector is measured in a laboratory test. Data for 40 test specimens follow (read down, then left to right). 241 258 237 210 194 225 248 203 195 249 220 194 245 209 201 195 255 245 235 220 249 251 238 210 198 199 183 213 236 245 209 212 185 187 218 190 175 178 175 190

protected var bmp:BitmapData; protected var bitmap:Bitmap; protected const DIM:ColorTransform = new ColorTransform(.9, .9, .9, .95); public function ch38ex3() { stage.frameRate = 60; loadShader("GravitySimGenerateMap.pbj", onGeneratorShaderReady); } protected function loadShader(url:String, onComplete:Function):void { var loader:URLLoader = new URLLoader(new URLRequest(URL_BASE + url)); loader.dataFormat = URLLoaderDataFormat.BINARY; loader.addEventListener(Event.COMPLETE, onComplete); } protected function onGeneratorShaderReady(event:Event):void { event.target.removeEventListener(Event.COMPLETE, onGeneratorShaderReady); generatorShader = new Shader(URLLoader(event.target).data); forcemap = new BitmapData(stage.stageWidth, stage.stageHeight, false, 0); W = forcemap.width; H = forcemap.height; var forceBitmap:Bitmap = new Bitmap(forcemap); addChild(forceBitmap); bmp = new BitmapData(W, H, false, 0); bitmap = new Bitmap(bmp); addChild(bitmap); bitmap.alpha = .99; initializeParticles(); initializeWells(); loadShader("GravitySimStep.pbj", onStepReady); } protected function onStepReady(event:Event):void { event.target.removeEventListener(Event.COMPLETE, onGeneratorShaderReady); stepShader = new Shader(URLLoader(event.target).data);

Construct and interpret a time series plot of these data. 6-58. The following data are the viscosity measurements for a chemical product observed hourly (read down, then left to right). 47.9 47.9 48.6 48.0 48.4 48.1 48.0 48.6 48.8 48.1 48.3 47.2 48.9 48.6 48.0 47.5 48.6 48.0 47.9 48.3 48.5 48.1 48.0 48.3 43.2 43.0 43.5 43.1 43.0 42.9 43.6 43.3 43.0 42.8 43.1 43.2 43.6 43.2 43.5 43.0

stage.addEventListener(MouseEvent.CLICK, function(event:Event):void{initializeParticles()}); stage.addEventListener(KeyboardEvent.KEY_UP, function(event:Event):void{initializeWells()}); addEventListener(Event.ENTER_FRAME, onEnterFrame); } protected function initializeParticles():void { var r:Function = Math.random; particleData = new Vector.<Number>(); for (var i:int = 0; i < INITIAL_PARTICLES; i++) { particleData.push(r()*W, r()*H, (r()-0.5)*4, (r()-0.5)*4); } } protected function initializeWells():void { var r:Function = Math.random; var data:ShaderData = generatorShader.data; data.power.value = [1.4]; data.star0.value = [r()*W/2 + W/4, r()*H/2 + H/4, r()*WELL_GRAVITY_MAX]; data.star1.value = [r()*W/2 + W/4, r()*H/2 + H/4, r()*WELL_GRAVITY_MAX]; var shaderJob:ShaderJob = new ShaderJob(generatorShader, forcemap); shaderJob.start(true); } protected function step():void { var data:ShaderData = stepShader.data; data.forcemap.input = forcemap; data.inpoints.input = particleData; data.inpoints.height = 1; data.inpoints.width = particleData.length/4; var shaderJob:ShaderJob = new ShaderJob(stepShader, particleData, particleData.length/4, 1); shaderJob.start(true); } protected function draw():void { bmp.colorTransform(bmp.rect, DIM); bmp.lock(); for (var i:int = 0; i < particleData.length; i+=4) { bmp.setPixel(particleData[i], particleData[i+1], 0xffffff); } bmp.unlock(); } protected function onEnterFrame(event:Event):void { step(); draw(); } } }

(a) Construct and interpret either a digidot plot or a separate stem-and-leaf and time series plot of these data.

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