From 958ee52cd8a1c6c75edff8780713c50b6c77d89c Mon Sep 17 00:00:00 2001 From: jbphet Date: Fri, 3 Jan 2025 14:10:03 -0700 Subject: [PATCH] remove mockup for 4th screen and all mockup support, see https://github.com/phetsims/quantum-measurement/issues/54 and https://github.com/phetsims/quantum-measurement/issues/3 and --- images/blochSphereScreenMockup.png | Bin 102989 -> 0 bytes images/blochSphereScreenMockup_png.ts | 10 ---- images/license.json | 8 ---- js/bloch-sphere/view/BlochSphereScreenView.ts | 12 +---- js/coins/view/CoinsScreenView.ts | 14 ++---- js/common/MockupOpacitySlider.ts | 41 ---------------- .../view/QuantumMeasurementScreenView.ts | 45 +++--------------- js/photons/view/PhotonsScreenView.ts | 1 - js/spin/view/SpinScreenView.ts | 5 +- 9 files changed, 12 insertions(+), 124 deletions(-) delete mode 100644 images/blochSphereScreenMockup.png delete mode 100644 images/blochSphereScreenMockup_png.ts delete mode 100644 js/common/MockupOpacitySlider.ts diff --git a/images/blochSphereScreenMockup.png b/images/blochSphereScreenMockup.png deleted file mode 100644 index 88815336d79df89a2fb82c8245fa21b5966e8acc..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 102989 zcmeFZXEdDc-!3c>5j|RTBHHLi?|;8NpaU|;s5&yDO;MYA@Ev4reWy7>vz|8||IW;*9jEWe%D>E$M9>?jWzAFX>iQC=Jy#*@< zFAR*^eB~E%I$p**=~#Y73KMM_DS0Uk6d-$NPiyDIm73nL#;Q8ry@v0-D-IEj6reXv zzwmx#al1RFu-Yt&+pVHp{d2G4z-W}lNdVf&ev#>U1R*5hxt#_~^T71F~xI-YaFazOniN;Wpd zkQBi_6>snQsO^~_CEt)UwT`?)DeI?n=-S1A_;6CT8Sx5(T8GME@$EdV_k@<@6cn=! z4+7=nK32aQeU^|Cd>$7^vV9*pUumhjtqUwpB9RW&H-(4zluvIjMgre1wSDCG+%u$6 zQc%WfS@7BJ>toC0Lhm(}`<=~uqK-ynW~)yoO-zIr{ajN;DEj;R*M3YISD~{joPNq- zD{l^`YZnhZB#5=n^q)vnUH9)IR(g4~F$BEWlO-3l2IDMy8Ny*EBjtMvzqv*aEcoto ze>136&j$hHJLx`H?p(jzE>GHTy)_QFKAF@h)njq%BoKkmd(5g0OYAqL{e7@-F=_1k z?c{cq;r0uKiQnjD5|;F3hD$#?IgAx~c6Br|OVkz(w&>}dw$9{^px~`BgD=fGwn|xB zzA2{32)MLCS74kj2Hw80?F7Nb+GMF-B}V0|Cb2GfZ_>Sg!CAl$q3q@uZS>rK5koIU z5)u+3ya37#XHiXL=BZoy1Zxsm@Ur*{pVRwpDra8ut>!Dpy6ZD>G2GI6p~*YE%&2k3 zrO|CG4j~g5z+pLku@pqa5j_oB4Nv4YV0}~l4oVz`c&M0DS10--BnJf3VxUwItU&d1 z>NZ6bV?QeY-hmsQlk<#bvcf{iKxwTb-E+ZaTOK%@BO2X2H1eVN74DxUUgw&!Dn`>L ztEjmQ2~FzcF-h#zS>!Y|NhW-~`d!+3b4fmF^{WV4tfv4?p}zF~{v?a-a3z9QJ>&&X z^RX6{xLZ*qz0}O4tdyV)4=!`ZaaN_f&>rN&NEIWd6CR)eUCHj`ygStUDHML{|nfA5w zuM@fS&BtArtH;%=)-~D2w%<_jJqT`?sJ6B9TJ8uz4GN6twO0DA5DknjyjQSkC`xwV zZae=OB|Os`UH(x+`r<{+tV1IQFEA6x{?EirrExwZQfIwueew2w`wPvMA>^;W2MmUL zEO=Yj9}P>a7iI>;=~r1z!^mA1=%svmrO`V~Ve~#lbgtgNph|tf+Z=dLxW3PtONYd% zE{H7pji)q1(#2n8`21zRTcx)*R~N!jhb6!V8|>e`Xub-(I#d!n`KA3WBAI8^Nf=o5 z)LN6)0MuH%#>{mqFl{v}nPRR5QawCI4ZX&`yDVXJ9*AoDS>ac2+@-G$Rw+`3a zWsPN52c1L{a}gFS0li-sg$dSg(p-mQEuzH~twu8JkyO`bt+xrl63VyST-y4U@u_Xd zV{9&uDlz=9h_ja4$;3{lEG&o9#A;Bv;NvNan7-avrrj1WLCex7 zydB5xo#gExu?n>Pl}Epv8PJJNPRM7+#$93Wi}j>$nX7B!3;t*G!n~GbyNI*g)5rY|lHy7k5_*V5zjUVm7N8Q1Ro`UYA`(}gI-Z9!|;M4faJz%XP z)0I9nxCIdi7img=bpF=Vh(6x32uq>$UW+Y;GXtZ~{T4Lmn6uDceFp6LSns2a>BSB- zx^6YPYTx(o1G2-C@|KwiB&bf-NOgY5*Khkb<{HvuVfiV^~tHY~?glDI=Rhku~lqHr! zX&k=%n0PZlj}1u`9!mK=ma$Y@?{j#*8dF;^YseOGtIU@Ec3{I0uyM_&Q|EPq^?A{S z#$iE3(o+-j)og7)%s^o^ArmpMv0y%4UQ4R>x5bW&E#w=l2*G3(Ni%pyaIq6Vq zbD~7+*AoqPE|!|U)y%yAJ(iA8nWyLVu7AQ4Fs>$|R{j2W|7Go*%Rq23oU}j=N{l>t zO^j-#ZBrdnZbn&ctiF}0IO5_%%t47dFKmW zpuu07+_%$BzwCK38i@IDtRz;%-Ts({)znFihf?n`E$#nGC zN!?OM@G(|gpU&#qY0ymZQtcCU~M_aCE*1Y8EZoNIFN` zyvzC^&JyQGYg-ig43z4-Q=zm19DUWMo6BwT!yRmvjKhu_X$HXipl5-|GZEX^YdHjV zrVY<}d9a6RLS^JSBt$wQc@+8T>pA7-N{l4xB|3T}4`?g5Y0-#s`fa@0j;{c&36%oW zg~7+0sPzgpP!o{T(zH`Kz=68x|I?1mU|7LWsEGoP4JCarSMu*|y!xfB@xz_r)A{!dPX7Wh^B zm38a&X*@QA-_Mj&)BCG>Hu(u%I(6n8_ifGJ8V{oY=VNfh05RpOnsyzL>IQ`f%UBg} zDA=nRD!Z08pUzA`U@m+(-8z%q7H@*L_*j+8XkB-|v8z3@bdf~-!r)=;g*O756b4b5m4^pPy&@694!Gzd)-1^%qVtX7DP`Pp|K;i56AQlWhf3kIo#BZ-QW!8g9 z)r%1Ket#6(yS-k#oo0N5_+ZX~i!f_QUKfxvUf6G{qWk4}gO(utyA*i6Z88zV&Q-Nz zeiM$vT~N%}w4Gdn!AG#3u1?p7->ew^;}9R6rJi%sedPt5tJ)LnsutG_Lw_ZyelR~i z@}n}RJJ!Ch6>-loW&BD?$G*kON2?xG&*c4&PG=npwc{@AkAM&-Z0rDPS)I6)-%m+HRsgK$B!{YjL%k)3P_fs%*J>2G zg(O`|2bPX0WGSe!tL|~|A*GH3<8lol$7>FfthlV~55SJ+@p#UHjfOodGwhMn8pX6= zV2^` zOADLS>AY?gi$h753N>5w7J3XV05T9?-#x01TOddvCj~B9=7WMZA*@K$Hr>PSNK>@fCsyK{Vx`>Le4D0UjBr!-YkznHnquZTHp z*^DCbIHG;SaiIyl&W5%hE|WsD+a(~CRmFtSHy8?`xKaI~#!@Z#0%n*|?|u4;Brz1& zbQI-_UjC`iWs9PaB&Ri@xL){WXsU(5dbMm@#OtSUVtqdJq!k*ghRH++LL8F;2cZA8 zL(7Gguc6=cP`(|iIU7K;91&&bY<*XNb!Wy2MqLke42hJ{xf z_h&C`^>VMWL>2uHj$*0TXis__?7A6$LcenSxwwEQyr(qT7{!Q zxPD77!1?s;??YXQ6>8k!oia$f2zThO!|{O6;%9cNoaq4>ZpaSdU!%(b=TRl4l`0&% z?jV7^S|F+YGn@USO){js0Q9Bo6GjWah06*=vbagp>xv@q-2Hd*Id?6zu0K&9bDqM4n#d1q^+aX~^Ztgy;QN>Q z^&C+xVmuqhX|A_Zd`T-)@5lbU-+7m-0KK99-eLC8Lpn{|%Vf+T{Mkdv%ye;gn2rmE zHni0E!{vxbcd6}nX|soKLSqgXrwCMWvZdWm$P!;%(cfN2dh;?QR=AiwG{{n4s?E-` zxZG|n6jd4wjUdr5IvwC`ouYC{zFzp)@iKjT;bMnkJ#zsG8YpygGAuhw-u}P>54?J0 z^&Rxtd6Jz+x@(aFsY?~_^_S+o94-q*1xl>A#Xbrb$X5p-Q2g~oSyL9AY;H(03FDn? 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100644 index e229f4e..0000000 --- a/images/blochSphereScreenMockup_png.ts +++ /dev/null @@ -1,10 +0,0 @@ -/* eslint-disable */ -/* @formatter:off */ - -import asyncLoader from '../../phet-core/js/asyncLoader.js'; - -const image = new Image(); -const unlock = asyncLoader.createLock( image ); -image.onload = unlock; -image.src = 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'; -export default image; \ No newline at end of file diff --git a/images/license.json b/images/license.json index c4dd52a..0299abd 100644 --- a/images/license.json +++ b/images/license.json @@ -1,12 +1,4 @@ { - "blochSphereScreenMockup.png": { - "text": [ - "Copyright 2023 University of Colorado Boulder" - ], - "projectURL": "https://phet.colorado.edu", - "license": "contact phethelp@colorado.edu", - "notes": "created by Ariel Paul as part of design process" - }, "coinsScreenMockup.png": { "text": [ "Copyright 2023 University of Colorado Boulder" diff --git a/js/bloch-sphere/view/BlochSphereScreenView.ts b/js/bloch-sphere/view/BlochSphereScreenView.ts index b300613..5f6836f 100644 --- a/js/bloch-sphere/view/BlochSphereScreenView.ts +++ b/js/bloch-sphere/view/BlochSphereScreenView.ts @@ -7,12 +7,10 @@ */ import BlochSphereModel from 'model/BlochSphereModel.js'; -import ScreenView from '../../../../joist/js/ScreenView.js'; import PhetFont from '../../../../scenery-phet/js/PhetFont.js'; -import { Color, Image, Line, Text, VBox } from '../../../../scenery/js/imports.js'; +import { Color, Line, Text, VBox } from '../../../../scenery/js/imports.js'; import ComboBox, { ComboBoxItem } from '../../../../sun/js/ComboBox.js'; import Tandem from '../../../../tandem/js/Tandem.js'; -import blochSphereScreenMockup_png from '../../../images/blochSphereScreenMockup_png.js'; import QuantumMeasurementScreenView from '../../common/view/QuantumMeasurementScreenView.js'; import quantumMeasurement from '../../quantumMeasurement.js'; import { BlochSphereScene } from '../model/BlochSphereScene.js'; @@ -23,13 +21,7 @@ export default class BlochSphereScreenView extends QuantumMeasurementScreenView public constructor( model: BlochSphereModel, tandem: Tandem ) { - super( { - initialMockupOpacity: 0, - mockupImage: new Image( blochSphereScreenMockup_png, { - scale: ScreenView.DEFAULT_LAYOUT_BOUNDS.width / blochSphereScreenMockup_png.width - } ), - tandem: tandem - } ); + super( { tandem: tandem } ); const preparationArea = new BlochSpherePreparationArea( model, this, { left: this.layoutBounds.left + 20, diff --git a/js/coins/view/CoinsScreenView.ts b/js/coins/view/CoinsScreenView.ts index 61ed291..591ecc7 100644 --- a/js/coins/view/CoinsScreenView.ts +++ b/js/coins/view/CoinsScreenView.ts @@ -37,10 +37,7 @@ export default class CoinsScreenView extends QuantumMeasurementScreenView { public constructor( model: CoinsModel, tandem: Tandem ) { - super( { - initialMockupOpacity: 0, - tandem: tandem - } ); + super( { tandem: tandem } ); this.model = model; @@ -67,11 +64,6 @@ export default class CoinsScreenView extends QuantumMeasurementScreenView { } ); this.addChild( this.quantumCoinsExperimentSceneView ); - // Move the mockup image to the front of the Z-order for easier comparisons with added UI elements. - if ( this.mockupImage ) { - this.mockupImage.moveToFront(); - } - // Changing the background color based on the experiment type Multilink.multilink( [ @@ -80,8 +72,8 @@ export default class CoinsScreenView extends QuantumMeasurementScreenView { QuantumMeasurementColors.quantumBackgroundColorProperty ], ( experimentType, classicalBackgroundColor, quantumBackgroundColor ) => { - QuantumMeasurementColors.screenBackgroundColorProperty.value = experimentType === 'classical' ? classicalBackgroundColor : quantumBackgroundColor; - } ); + QuantumMeasurementColors.screenBackgroundColorProperty.value = experimentType === 'classical' ? classicalBackgroundColor : quantumBackgroundColor; + } ); } public override reset(): void { diff --git a/js/common/MockupOpacitySlider.ts b/js/common/MockupOpacitySlider.ts deleted file mode 100644 index 8c7d696..0000000 --- a/js/common/MockupOpacitySlider.ts +++ /dev/null @@ -1,41 +0,0 @@ -// Copyright 2024, University of Colorado Boulder - -/** - * Define a slider that can be added to a screen view and will control the opacity of a Property that is used to display - * mockups for the screens. - * - * TODO: This is done for the early development phase and should eventually be removed, see https://github.com/phetsims/quantum-measurement/issues/3. - * - * @author John Blanco, PhET Interactive Simulations - */ - -import NumberProperty from '../../../axon/js/NumberProperty.js'; -import Dimension2 from '../../../dot/js/Dimension2.js'; -import Range from '../../../dot/js/Range.js'; -import ScreenView from '../../../joist/js/ScreenView.js'; -import { Image } from '../../../scenery/js/imports.js'; -import HSlider from '../../../sun/js/HSlider.js'; -import Tandem from '../../../tandem/js/Tandem.js'; -import quantumMeasurement from '../quantumMeasurement.js'; -import QuantumMeasurementConstants from './QuantumMeasurementConstants.js'; - -export default class MockupOpacitySlider extends HSlider { - - public constructor( opacityProperty: NumberProperty, mockupImage: Image ) { - - super( opacityProperty, new Range( 0, 1 ), { - right: QuantumMeasurementConstants.LAYOUT_BOUNDS.width - 65, - bottom: ScreenView.DEFAULT_LAYOUT_BOUNDS.height, - thumbSize: new Dimension2( 10, 20 ), - trackSize: new Dimension2( 50, 3 ), - tandem: Tandem.OPT_OUT - } ); - - // Update the mockup opacity. - opacityProperty.link( opacity => { - mockupImage.opacity = opacity; - } ); - } -} - -quantumMeasurement.register( 'MockupOpacitySlider', MockupOpacitySlider ); \ No newline at end of file diff --git a/js/common/view/QuantumMeasurementScreenView.ts b/js/common/view/QuantumMeasurementScreenView.ts index 5586c50..b08e251 100644 --- a/js/common/view/QuantumMeasurementScreenView.ts +++ b/js/common/view/QuantumMeasurementScreenView.ts @@ -6,54 +6,21 @@ * @author John Blanco, PhET Interactive Simulations */ -import NumberProperty from '../../../../axon/js/NumberProperty.js'; import ScreenView, { ScreenViewOptions } from '../../../../joist/js/ScreenView.js'; -import optionize from '../../../../phet-core/js/optionize.js'; +import { EmptySelfOptions } from '../../../../phet-core/js/optionize.js'; +import WithRequired from '../../../../phet-core/js/types/WithRequired.js'; import ResetAllButton from '../../../../scenery-phet/js/buttons/ResetAllButton.js'; -import { Image } from '../../../../scenery/js/imports.js'; -import MockupOpacitySlider from '../../common/MockupOpacitySlider.js'; import QuantumMeasurementConstants from '../../common/QuantumMeasurementConstants.js'; import quantumMeasurement from '../../quantumMeasurement.js'; -type SelfOptions = { - - // image source for a mockup that will be added to the background if provided - mockupImage?: Image | null; - - initialMockupOpacity?: number; -}; - -type QuantumMeasurementScreenViewOptions = SelfOptions & ScreenViewOptions; +type SelfOptions = EmptySelfOptions; +type QuantumMeasurementScreenViewOptions = SelfOptions & WithRequired; export default class QuantumMeasurementScreenView extends ScreenView { - // Mockup image, made available to subclasses in case they want to adjust the Z-order. - protected readonly mockupImage: Image | null = null; - protected readonly mockupOpacityProperty: NumberProperty | null = null; - public constructor( providedOptions: QuantumMeasurementScreenViewOptions ) { - const options = optionize()( { - mockupImage: null, - initialMockupOpacity: 1 - }, providedOptions ); - - super( options ); - - // Add a screen mockup if one has been provided. - // TODO: This is for early prototyping and should be removed eventually, see https://github.com/phetsims/quantum-measurement/issues/3. - if ( options.mockupImage !== null && !phet.chipper.queryParameters.fuzz ) { - - this.mockupImage = options.mockupImage; - - this.addChild( options.mockupImage ); - - assert && assert( options.initialMockupOpacity >= 0 && options.initialMockupOpacity <= 1 ); - this.mockupOpacityProperty = new NumberProperty( options.initialMockupOpacity ); - - // Add a slider that can be used to control the mockup opacity. - this.addChild( new MockupOpacitySlider( this.mockupOpacityProperty, options.mockupImage ) ); - } + super( providedOptions ); const resetAllButton = new ResetAllButton( { listener: () => { @@ -62,7 +29,7 @@ export default class QuantumMeasurementScreenView extends ScreenView { }, right: this.layoutBounds.maxX - QuantumMeasurementConstants.SCREEN_VIEW_X_MARGIN, bottom: this.layoutBounds.maxY - QuantumMeasurementConstants.SCREEN_VIEW_Y_MARGIN, - tandem: options.tandem.createTandem( 'resetAllButton' ) + tandem: providedOptions.tandem.createTandem( 'resetAllButton' ) } ); this.addChild( resetAllButton ); } diff --git a/js/photons/view/PhotonsScreenView.ts b/js/photons/view/PhotonsScreenView.ts index bd7ec69..1a65e2d 100644 --- a/js/photons/view/PhotonsScreenView.ts +++ b/js/photons/view/PhotonsScreenView.ts @@ -69,7 +69,6 @@ class PhotonsScreenView extends QuantumMeasurementScreenView { super( { children: [ experimentModeRadioButtonGroup, singlePhotonExperimentSceneView, manyPhotonsExperimentSceneView ], - initialMockupOpacity: 0, tandem: tandem } ); diff --git a/js/spin/view/SpinScreenView.ts b/js/spin/view/SpinScreenView.ts index 36c7d98..5fe04be 100644 --- a/js/spin/view/SpinScreenView.ts +++ b/js/spin/view/SpinScreenView.ts @@ -20,10 +20,7 @@ export default class SpinScreenView extends QuantumMeasurementScreenView { public constructor( public readonly model: SpinModel, tandem: Tandem ) { - super( { - initialMockupOpacity: 0, - tandem: tandem - } ); + super( { tandem: tandem } ); const spinStatePreparationArea = new SpinStatePreparationArea( model,