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定义动画

在材料设计动画让用户与您的应用程序进行交互时,为他们的行为提供反馈。并提供可视化的连续性。

该材料的主题提供了一些默认的动画button和活动过渡,而Android5.0(API等级21)以上,您能够自己定义这些动画和创建新的:

触摸反馈 
    通告显示 
    活动转变 
    曲线运动 
    视图状态更改

自己定义触摸反馈

触摸反馈在材料设计提供了一种瞬时视觉确认在接触点上,当用户与用户界面元素进行交互。默认的触摸反馈的动画button,使用新的RippleDrawable类来实现不同状态之间的转换与产生连锁反应动画。

在大多数情况下,你应该通过指定视图背景。在视图中的XML应用此功能:

    ?android:attr/selectableItemBackground for a bounded ripple
? android:attr/selectableItemBackgroundBorderless for a ripple that extends beyond the view

或者,你能够定义一个RippleDrawable为使用波纹元素的XML资源。

您能够指定一种颜色RippleDrawable对象。要更改默认的触摸反馈的颜色,使用的主题的android:colorControlHighlight属性。

使用Reveal Effect

Reveal动画为用户提供视觉的连续性,当您显示或隐藏一组UI元素。该ViewAnimationUtils.createCircularReveal()方法。您能够设置动画clipping circle来显示或隐藏视图。

要使用此效果显示先前不可见的view:

// previously invisible view
View myView = findViewById(R.id.my_view); // get the center for the clipping circle
int cx = (myView.getLeft() + myView.getRight()) / 2;
int cy = (myView.getTop() + myView.getBottom()) / 2; // get the final radius for the clipping circle
int finalRadius = myView.getWidth(); // create and start the animator for this view
// (the start radius is zero)
Animator anim =
ViewAnimationUtils.createCircularReveal(myView, cx, cy, 0, finalRadius);
anim.start();

要使用此效果隐藏先前看到的view:

// previously visible view
final View myView = findViewById(R.id.my_view); // get the center for the clipping circle
int cx = (myView.getLeft() + myView.getRight()) / 2;
int cy = (myView.getTop() + myView.getBottom()) / 2; // get the initial radius for the clipping circle
int initialRadius = myView.getWidth(); // create the animation (the final radius is zero)
Animator anim =
ViewAnimationUtils.createCircularReveal(myView, cx, cy, initialRadius, 0); // make the view invisible when the animation is done
anim.addListener(new AnimatorListenerAdapter() {
@Override
public void onAnimationEnd(Animator animation) {
super.onAnimationEnd(animation);
myView.setVisibility(View.INVISIBLE);
}
}); // start the animation
anim.start();

自己定义Activity transitions

在材料设计应用程序的Activity通过运动来进行不同状态之间的转换。

您能够指定自己定义动画的进入和退出的过渡和Activity之间共享内容的转换。

Android5.0(API级别21)支持这些进入和退出的转换:

爆炸 - 从现场的中心移动的view。 
    幻灯片 - 移动视图或从场景的边缘。 
    褪色 - 通过改变其透明度加入或删除场景视图。

transition扩展了能见度类的不论什么变化都支持作为进入或退出转型。欲了解很多其它信息,请參阅该转换类的API參考。

Android5.0(API级别21)也支持这些共同的元素转换:

changeBounds - 动画处理目标View布局界限。

changeClipBounds - 动画处理目标View区域剪辑。

changeTransform - 动画处理目标View缩放和旋转。 
    changeImageTransform - 动画处理改变目标图像的大小和比例。

当您在应用程启用Activity转变时,默认以交叉渐变过渡的进入和退出Activity的启动。

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" alt="" />

指定自己定义的转换

首先。当你定义一个风格,继承了材料的主题属性使窗体内容转换 Android:windowContentTransitions。您也能够指定进入。退出,并指定您定义的样式共享元素的转换:

<style name="BaseAppTheme" parent="android:Theme.Material">
<!-- enable window content transitions -->
<item name="android:windowContentTransitions">true</item> <!-- specify enter and exit transitions -->
<item name="android:windowEnterTransition">@transition/explode</item>
<item name="android:windowExitTransition">@transition/explode</item> <!-- specify shared element transitions -->
<item name="android:windowSharedElementEnterTransition">
@transition/change_image_transform</item>
<item name="android:windowSharedElementExitTransition">
@transition/change_image_transform</item>
</style>

在这个样例中。change_image_transform过渡的定义例如以下:

<!-- res/transition/change_image_transform.xml -->
<!-- (see also Shared Transitions below) -->
<transitionSet xmlns:android="http://schemas.android.com/apk/res/android">
<changeImageTransform/>
</transitionSet>

该changeImageTransform元素相应于ChangeImageTransform类。欲了解很多其它信息,请參阅转换的API參考。

为确保窗体移动动画实现,须要调用Window.requestFeature()方法:

// inside your activity (if you did not enable transitions in your theme)
getWindow().requestFeature(Window.FEATURE_CONTENT_TRANSITIONS); // set an exit transition
getWindow().setExitTransition(new Explode());

要指定你的代码转换,调用这些方法与Transition对象:

Window.setEnterTransition() 
    Window.setExitTransition() 
    Window.setSharedElementEnterTransition() 
    Window.setSharedElementExitTransition()

该setExitTransition()和setSharedElementExitTransition()方法定义为调用活动的退出过渡。

该setEnterTransition()和setSharedElementEnterTransition()方法定义了称为活动的输入过渡。

为了得到一个过渡的完整效果。您必须启用这两个主叫和被叫的活动窗体中的内容转换。否则。调用活动将启动退出过渡,但随后你会看到一个窗体的过渡(如规模或褪色)。

開始尽快的进入过渡,使用Window.setAllowEnterTransitionOverlap()方法被调用的Activity。这让你有很多其它戏剧性的进入过渡动画。 

使用转换開始活动

假设启用转换并设置为Activity的退出过渡,当您启动还有一个Activity时。例如以下的转变被激活:

startActivity(intent,
ActivityOptions.makeSceneTransitionAnimation(this).toBundle());

假设您设置了进入转型的第二个活动,过渡也是该活动開始时激活。

要禁用转换,当你開始还有一项活动,提供了一个null的选项。

实现一个共同的元素之间的屏幕过渡动画

让你的主题窗体的内容转换。 
    指定你的风格的共享元素的过渡。 
    定义转换为XML资源。 
    指定一个共同的名字在两个布局与Android的共享元素:transitionName属性。

使用ActivityOptions.makeSceneTransitionAnimation()方法。

// get the element that receives the click event
final View imgContainerView = findViewById(R.id.img_container); // get the common element for the transition in this activity
final View androidRobotView = findViewById(R.id.image_small); // define a click listener
imgContainerView.setOnClickListener(new View.OnClickListener() {
@Override
public void onClick(View view) {
Intent intent = new Intent(this, Activity2.class);
// create the transition animation - the images in the layouts
// of both activities are defined with android:transitionName="robot"
ActivityOptions options = ActivityOptions
.makeSceneTransitionAnimation(this, androidRobotView, "robot");
// start the new activity
startActivity(intent, options.toBundle());
}
});

对于您的代码生成共享动态视图。使用View.setTransitionName()方法在两个Activity中指定一个共同的元素名称。

为了扭转场景过渡动画,当你完毕了第二个活动,叫Activity.finishAfterTransition()方法。而不是Activity.finish()。

启动有多个共享的元素的Activity

为了使两项活动有多个共享的元素,定义了两种布局方式与Android的共享元素之间的场景过渡动画:transitionName属性(或使用View.setTransitionName()在这两个活动的方法),并创建一个ActivityOptions对象例如以下:

ActivityOptions options = ActivityOptions.makeSceneTransitionAnimation(this,
Pair.create(view1, "agreedName1"),
Pair.create(view2, "agreedName2"));

使用Curves Motion

在材料设计的动画依赖于曲线插补时间和空间上的运动模式。

採用Android5.0(API等级21)以上,则能够定义自己定义定时曲线和曲线运动模式的动画。

该PathInterpolator类是基于贝塞尔曲线或路径对象上的新插值。该插补指定一个1x1正方形的运动曲线。用(0,0)定位点和(1,1)和控制点使用构造函数的參数指定。

您也能够定义一个路径插补为XML资源:

<pathInterpolator xmlns:android="http://schemas.android.com/apk/res/android"
android:controlX1="0.4"
android:controlY1="0"
android:controlX2="1"
android:controlY2="1"/>

该系统提供的XML资源中的材料设计规范的三个基本曲线:

    @interpolator/fast_out_linear_in.xml
@interpolator/fast_out_slow_in.xml
@interpolator/linear_out_slow_in.xml

你能够通过一个PathInterpolator对象的Animator.setInterpolator()方法。

该ObjectAnimator类有新的构造函数。使您能够同一时候使用两种或两种以上的属性,在一次路径动画坐标。比如,以下的动画师使用Path对象进行动画视图的x和y属性:

ObjectAnimator mAnimator;
mAnimator = ObjectAnimator.ofFloat(view, View.X, View.Y, path);
...
mAnimator.start();

视图动画状态改变

该StateListAnimator类能够定义动画执行时的视图状态发生改变。

以下的演示样例演示怎样为XML资源定义一个StateListAnimator:

<!-- animate the translationZ property of a view when pressed -->
<selector xmlns:android="http://schemas.android.com/apk/res/android">
<item android:state_pressed="true">
<set>
<objectAnimator android:propertyName="translationZ"
android:duration="@android:integer/config_shortAnimTime"
android:valueTo="2dp"
android:valueType="floatType"/>
<!-- you could have other objectAnimator elements
here for "x" and "y", or other properties -->
</set>
</item>
<item android:state_enabled="true"
android:state_pressed="false"
android:state_focused="true">
<set>
<objectAnimator android:propertyName="translationZ"
android:duration="100"
android:valueTo="0"
android:valueType="floatType"/>
</set>
</item>
</selector>

要高度自己定义的视图状态动画视图,定义使用XML资源文件里选择元素在这个样例中的动画,并将其分配给您的视图与Android:stateListAnimator属性。在代码分配一个状态表动画到一个视图中,使用AnimationInflater.loadStateListAnimator()方法,以及动画分配给你的View与View.setStateListAnimator()方法。

当你的主题扩展了材料的主题,button都为Z动画默认。为了避免你的button此问题,设置了android:stateListAnimator属性来@null。

该AnimatedStateListDrawable类用于创建,显示相关的视图状态更改的动画可绘。

默认情况下,一些安卓5.0系统部件的使用这些动画。以下的演示样例演示怎样为XML资源定义一个AnimatedStateListDrawable:

<!-- res/drawable/myanimstatedrawable.xml -->
<animated-selector
xmlns:android="http://schemas.android.com/apk/res/android"> <!-- provide a different drawable for each state-->
<item android:id="@+id/pressed" android:drawable="@drawable/drawableP"
android:state_pressed="true"/>
<item android:id="@+id/focused" android:drawable="@drawable/drawableF"
android:state_focused="true"/>
<item android:id="@id/default"
android:drawable="@drawable/drawableD"/> <!-- specify a transition -->
<transition android:fromId="@+id/default" android:toId="@+id/pressed">
<animation-list>
<item android:duration="15" android:drawable="@drawable/dt1"/>
<item android:duration="15" android:drawable="@drawable/dt2"/>
...
</animation-list>
</transition>
...
</animated-selector>

Animate Vector Drawables

矢量可绘制具有可扩展性又不失清晰。该AnimatedVectorDrawable类,您能够设置动画的矢量绘制的属性。

你通常在三个XML文件里定义动画矢量可绘制对象:

    A vector drawable with the <vector> element in res/drawable/
An animated vector drawable with the <animated-vector> element in res/drawable/
One or more object animators with the <objectAnimator> element in res/anim/

矢量动画可绘制对象能够动画的<group>的属性和<path>元素。 <group>元素定义了一组路径或小组,并在<path>元素定义要绘制的路径。

当你定义你想要的动画矢量绘制,使用android:name属性为唯一的名称分配给组和路径。这样你就能够把它们从你的动画定义。比如:

<!-- res/drawable/vectordrawable.xml -->
<vector xmlns:android="http://schemas.android.com/apk/res/android"
android:height="64dp"
android:width="64dp"
android:viewportHeight="600"
android:viewportWidth="600">
<group
android:name="rotationGroup"
android:pivotX="300.0"
android:pivotY="300.0"
android:rotation="45.0" >
<path
android:name="v"
android:fillColor="#000000"
android:pathData="M300,70 l 0,-70 70,70 0,0 -70,70z" />
</group>
</vector>

动画绘制矢量的定义是指通过他们的名字矢量绘制的组和路径:

<!-- res/drawable/animvectordrawable.xml -->
<animated-vector xmlns:android="http://schemas.android.com/apk/res/android"
android:drawable="@drawable/vectordrawable" >
<target
android:name="rotationGroup"
android:animation="@anim/rotation" />
<target
android:name="v"
android:animation="@anim/path_morph" />
</animated-vector>

动画的定义代表ObjectAnimator或AnimatorSet对象。在这个样例中,第一动画旋转目标组360度:

<!-- res/anim/rotation.xml -->
<objectAnimator
android:duration="6000"
android:propertyName="rotation"
android:valueFrom="0"
android:valueTo="360" />

在本实施例中的第二动画摇身一变载体可拉伸的路径从一个形状到还有一种。

两个路径必须是变形兼容:它们必须具有同样数目的命令和每一个命令的參数的数量同样。

<!-- res/anim/path_morph.xml -->
<set xmlns:android="http://schemas.android.com/apk/res/android">
<objectAnimator
android:duration="3000"
android:propertyName="pathData"
android:valueFrom="M300,70 l 0,-70 70,70 0,0 -70,70z"
android:valueTo="M300,70 l 0,-70 70,0 0,140 -70,0 z"
android:valueType="pathType" />
</set>

ps:path画画,编写更复杂的路径,需要使用SVG编辑

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