首页 技术 正文
技术 2022年11月15日
0 收藏 626 点赞 2,398 浏览 123743 个字

前文章节列表:


 使用libGDX进行游戏开发(11)-高级编程技巧  使用libGDX进行游戏开发(10)-音乐音效不求人,程序员也可以DIY  使用libGDX进行游戏开发(9)-场景过渡 使用libGDX进行游戏开发(8)-没有美工的程序员,能够依赖的还有粒子系统  使用libGDX进行游戏开发(7)-屏幕布局的最佳实践  使用libGDX进行游戏开发(6)-添加主角和道具  使用libGDX进行游戏开发(5)-关卡加载  使用libGDX进行游戏开发(4)-素材管理  使用libGDX进行游戏开发(3)-给游戏添加一些控制功能  使用libGDX进行游戏开发(2)-游戏框架建设  使用libGDX进行游戏开发(1)-游戏设计 

本章打包的素材:http://files.cnblogs.com/mignet/animate.7z

在这一章我们将通过动画来丰富我们的游戏效果。

使用action来操作actor:

很多同学应该都很清楚action是什么东东,所以这里仅仅举个最常见的例子。

moveTo (x, y);
moveTo (x, y, duration);
moveTo (x, y, duration, interpolation);
rotateTo (rotation);
rotateTo (rotation, duration);
rotateTo (rotation, duration, interpolation);

来个连续动作:

Actor actor = new Actor();
float x = 100.0f, y = 100.0f, rotation = 0.0f, duration = 1.0f;
actor.addAction(sequence(
moveTo(x, y),
rotateTo(rotation),
delay(duration),
parallel(moveBy(50.0f, 0.0f, 5.0f),
rotateBy(90.0f, 5.0f, Interpolation.swingOut))));

插值算法(Interpolation)和前文提到的一样。现在,发现actor+action的威力了吗,哈哈

Libgdx支持的action列表:

•add(): This adds an action to an actor.
•alpha(): This sets the alpha value of an actor’s color.
•color(): This sets the color of an actor.
•fadeIn() and fadeOut(): These are convenience actions to set the alpha value of an actor’s color to 1 or 0, respectively.
•hide(): This sets the visibility of an actor to false.
•layout(): This sets the actor’s layout to enabled or disabled.
•moveBy() and moveTo(): These move an actor by a relative amount or to a specific location.
•removeActor(): This removes the actor to which this action is attached. Alternatively, another actor that is to be removed can be specified.
•rotateBy() and rotateTo(): These rotate an actor by a relative amount or to a specific angle of rotation.
•run(): This runs a Runnable (the code will be executed in a separate thread).
•scaleBy() and scaleTo(): These scale an actor by a relative amount or to a specific scale.
• show(): This sets the visibility of an actor to true.
• sizeBy() and sizeTo(): These resize an actor by a relative amount or to a specific size.
• touchable(): This sets the touchability of an actor(refer to Touchable enumerator).
• visible(): This sets the visibility of an actor.

控制执行的顺序和时间:

• after(): This waits for other actions of an actor to finish before its action is executed. Note that this action will only wait for other actions that were already added to an actor prior to this.
• delay(): This delays the execution of an action.
• forever(): This repeats an action forever.
• parallel():This executes a list of actions at the same time.
• repeat(): This repeats an action for a given number of times.
• sequence(): This executes a list of actions one after another.

让游戏菜单动起来

动画效果:首先金币和兔子头是看不见的,接着金币淡入和比例从0%提高到100%,这样看起来好像是跳出了水面到中心屏幕上一样,短暂的停顿之后,兔子头出现在右上角,兔子头移动,就好像它是跳跃到它前面的其他的岩石上。

首先,修改MenuScreen:

private Table buildObjectsLayer() {
Table layer = new Table();
// + Coins
imgCoins = new Image(skinCanyonBunny, "coins");
layer.addActor(imgCoins);
imgCoins.setOrigin(imgCoins.getWidth() / 2,
imgCoins.getHeight() / 2);
imgCoins.addAction(sequence(
moveTo(135, -20),
scaleTo(0, 0),
fadeOut(0),
delay(2.5f),
parallel(moveBy(0, 100, 0.5f, Interpolation.swingOut),
scaleTo(1.0f, 1.0f, 0.25f, Interpolation.linear),
alpha(1.0f, 0.5f))));
// + Bunny
imgBunny = new Image(skinCanyonBunny, "bunny");
layer.addActor(imgBunny);
imgBunny.addAction(sequence(
moveTo(655, 510),
delay(4.0f),
moveBy(-70, -100, 0.5f, Interpolation.fade),
moveBy(-100, -50, 0.5f, Interpolation.fade),
moveBy(-150, -300, 1.0f, Interpolation.elasticIn)));
return layer;
}

让menu和Option动起来

添加MenuScreen:

    private void showMenuButtons(boolean visible) {
float moveDuration = 1.0f;
Interpolation moveEasing = Interpolation.swing;
float delayOptionsButton = 0.25f;
float moveX = 300 * (visible ? -1 : 1);
float moveY = 0 * (visible ? -1 : 1);
final Touchable touchEnabled = visible ? Touchable.enabled
: Touchable.disabled;
btnMenuPlay.addAction(moveBy(moveX, moveY, moveDuration, moveEasing));
btnMenuOptions.addAction(sequence(delay(delayOptionsButton),
moveBy(moveX, moveY, moveDuration, moveEasing)));
SequenceAction seq = sequence();
if (visible)
seq.addAction(delay(delayOptionsButton + moveDuration));
seq.addAction(run(new Runnable() {
public void run() {
btnMenuPlay.setTouchable(touchEnabled);
btnMenuOptions.setTouchable(touchEnabled);
}
}));
stage.addAction(seq);
} private void showOptionsWindow(boolean visible, boolean animated) {
float alphaTo = visible ? 0.8f : 0.0f;
float duration = animated ? 1.0f : 0.0f;
Touchable touchEnabled = visible ? Touchable.enabled
: Touchable.disabled;
winOptions.addAction(sequence(touchable(touchEnabled),
alpha(alphaTo, duration)));
}

修改:

private Table buildOptionsWindowLayer () {
...
// Make options window slightly transparent
winOptions.setColor(1, 1, 1, 0.8f);
// Hide options window by default
showOptionsWindow(false, false);
if (debugEnabled) winOptions.debug();
// Let TableLayout recalculate widget sizes and positions
winOptions.pack();
// Move options window to bottom right corner
winOptions.setPosition(Constants.VIEWPORT_GUI_WIDTH
- winOptions.getWidth() - 50, 50);
return winOptions;
}
private void onOptionsClicked () {
  loadSettings();
  showMenuButtons(false);
  showOptionsWindow(true, true);
}
private void onCancelClicked () {
  showMenuButtons(true);
  showOptionsWindow(false, true);
  AudioManager.instance.onSettingsUpdated();
}

使用的图像序列动画:

用texture packer把序列图片打包。

Libgdx播放动画的不同模式:

• NORMAL: This plays the animation once (first frame to last)
• REVERSED: This plays the animation once (last frame to first)
• LOOP: This plays the animation in a loop (first frame to last)
• LOOP_REVERSED: This plays the animation in a loop (last frame to first)
• LOOP_PINGPONG: This plays the animation in a loop (first frame, to last,to first)
• LOOP_RANDOM: This plays the animation in a loop (random frames)

给游戏场景增加动画:aaarticlea/png;base64,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” alt=”” />

aaarticlea/png;base64,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” alt=”” />

aaarticlea/png;base64,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” alt=”” />

这三个动画将分别使用不同的模式:

1. The first animation animCopterTransform plays all frames once (play mode:NORMAL; frame progression: 01, 02, 03, 04, 05).
2. The second animation animCopterRotate plays the last two frames in a ping-pong loop(play mode: LOOP_PINGPONG; frame progression: 04, 05, 05,04, [restart at first frame]).

3. Lastly, the third animation animCopterTransformBack is simply the reverse of the first animation (play mode: REVERSED; frame progression: 05, 04, 03,02, 01).

首先,在Assets添加素材:

public class AssetGoldCoin {
public final AtlasRegion goldCoin;
public final Animation animGoldCoin; public AssetGoldCoin(TextureAtlas atlas) {
goldCoin = atlas.findRegion("item_gold_coin");
// Animation: Gold Coin
Array<AtlasRegion> regions =
atlas.findRegions("anim_gold_coin");
AtlasRegion region = regions.first();
for (int i = 0; i < 10; i++)
regions.insert(0, region);
animGoldCoin = new Animation(1.0f / 20.0f, regions,
Animation.LOOP_PINGPONG);
}
}public class AssetBunny {
public final AtlasRegion head;
public final Animation animNormal;
public final Animation animCopterTransform;
public final Animation animCopterTransformBack;
public final Animation animCopterRotate; public AssetBunny(TextureAtlas atlas) {
head = atlas.findRegion("bunny_head");
Array<AtlasRegion> regions = null;
AtlasRegion region = null;
// Animation: Bunny Normal
regions = atlas.findRegions("anim_bunny_normal");
animNormal = new Animation(1.0f / 10.0f, regions,
Animation.LOOP_PINGPONG);
// Animation: Bunny Copter - knot ears
regions = atlas.findRegions("anim_bunny_copter");
animCopterTransform = new Animation(1.0f / 10.0f, regions);
// Animation: Bunny Copter - unknot ears
regions = atlas.findRegions("anim_bunny_copter");
animCopterTransformBack = new Animation(1.0f / 10.0f, regions,
Animation.REVERSED);
// Animation: Bunny Copter - rotate ears
regions = new Array<AtlasRegion>();
regions.add(atlas.findRegion("anim_bunny_copter", 4));
regions.add(atlas.findRegion("anim_bunny_copter", 5));
animCopterRotate = new Animation(1.0f / 15.0f, regions);
}
}

修改AbstractGameObject:

    public float stateTime;
public Animation animation; public void setAnimation(Animation animation) {
this.animation = animation;
stateTime = 0;
}
public void update (float deltaTime) {
  stateTime += deltaTime;
if (body == null) {
  updateMotionX(deltaTime);
  updateMotionY(deltaTime);
  // Move to new position
  position.x += velocity.x * deltaTime;
  position.y += velocity.y * deltaTime;
} else {
  position.set(body.getPosition());
  rotation = body.getAngle() * MathUtils.radiansToDegrees;
  }
}

修改GoldCoin:

    private void init() {
dimension.set(0.5f, 0.5f);
setAnimation(Assets.instance.goldCoin.animGoldCoin);
stateTime = MathUtils.random(0.0f, 1.0f);
// Set bounding box for collision detection
bounds.set(0, 0, dimension.x, dimension.y);
collected = false;
} public void render(SpriteBatch batch) {
if (collected)
return;
TextureRegion reg = null;
reg = animation.getKeyFrame(stateTime, true);
batch.draw(reg.getTexture(), position.x, position.y, origin.x,
origin.y, dimension.x, dimension.y, scale.x, scale.y, rotation,
reg.getRegionX(), reg.getRegionY(), reg.getRegionWidth(),
reg.getRegionHeight(), false, false);
}

现在,给兔子头加动画,主要是螺旋桨飞行:

aaarticlea/png;base64,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” alt=”” />

这里用到了状态机的概念,我们兔子头就是有限状态机,也就是说,它在任何时候一定处于有限状态的某种状态中,并且在合适的时候进行状态的切换。

我们来修改BunnyHead:

private Animation animNormal;
private Animation animCopterTransform;
private Animation animCopterTransformBack;
private Animation animCopterRotate;public void init () {
dimension.set(1, 1);
animNormal = Assets.instance.bunny.animNormal;
animCopterTransform = Assets.instance.bunny.animCopterTransform;
animCopterTransformBack =
Assets.instance.bunny.animCopterTransformBack;
animCopterRotate = Assets.instance.bunny.animCopterRotate;
setAnimation(animNormal);
// Center image on game object
origin.set(dimension.x / 2, dimension.y / 2);
...
}
@Override
public void update(float deltaTime) {
super.update(deltaTime);
if (velocity.x != 0) {
viewDirection = velocity.x < 0 ? VIEW_DIRECTION.LEFT
: VIEW_DIRECTION.RIGHT;
}
if (timeLeftFeatherPowerup > 0) {
if (animation == animCopterTransformBack) {
// Restart "Transform" animation if another feather power-up
// was picked up during "TransformBack" animation. Otherwise,
// the "TransformBack" animation would be stuck while the
// power-up is still active.
setAnimation(animCopterTransform);
}
timeLeftFeatherPowerup -= deltaTime;
if (timeLeftFeatherPowerup < 0) {
// disable power-up
timeLeftFeatherPowerup = 0;
setFeatherPowerup(false);
setAnimation(animCopterTransformBack);
}
}
dustParticles.update(deltaTime);
// Change animation state according to feather power-up
if (hasFeatherPowerup) {
if (animation == animNormal) {
setAnimation(animCopterTransform);
} else if (animation == animCopterTransform) {
if (animation.isAnimationFinished(stateTime))
setAnimation(animCopterRotate);
}
} else {
if (animation == animCopterRotate) {
if (animation.isAnimationFinished(stateTime))
setAnimation(animCopterTransformBack);
} else if (animation == animCopterTransformBack) {
if (animation.isAnimationFinished(stateTime))
setAnimation(animNormal);
}
}
}
@Override
public void render(SpriteBatch batch) {
TextureRegion reg = null;
// Draw Particles
dustParticles.draw(batch);
// Apply Skin Color
batch.setColor(CharacterSkin.values()[GamePreferences.instance.charSkin]
.getColor());
float dimCorrectionX = 0;
float dimCorrectionY = 0;
if (animation != animNormal) {
dimCorrectionX = 0.05f;
dimCorrectionY = 0.2f;
}
// Draw image
reg = animation.getKeyFrame(stateTime, true);
batch.draw(reg.getTexture(), position.x, position.y, origin.x,
origin.y, dimension.x + dimCorrectionX, dimension.y
+ dimCorrectionY, scale.x, scale.y, rotation,
reg.getRegionX(), reg.getRegionY(), reg.getRegionWidth(),
reg.getRegionHeight(), viewDirection == VIEW_DIRECTION.LEFT,
false);
// Reset color to white
batch.setColor(1, 1, 1, 1);
}

呼,终于忙完了。

至此12章全文结束,所有章节的源码都在qq群文件中,大家知悉。

相关推荐
python开发_常用的python模块及安装方法
adodb:我们领导推荐的数据库连接组件bsddb3:BerkeleyDB的连接组件Cheetah-1.0:我比较喜欢这个版本的cheeta…
日期:2022-11-24 点赞:878 阅读:9,084
Educational Codeforces Round 11 C. Hard Process 二分
C. Hard Process题目连接:http://www.codeforces.com/contest/660/problem/CDes…
日期:2022-11-24 点赞:807 阅读:5,559
下载Ubuntn 17.04 内核源代码
zengkefu@server1:/usr/src$ uname -aLinux server1 4.10.0-19-generic #21…
日期:2022-11-24 点赞:569 阅读:6,408
可用Active Desktop Calendar V7.86 注册码序列号
可用Active Desktop Calendar V7.86 注册码序列号Name: www.greendown.cn Code: &nb…
日期:2022-11-24 点赞:733 阅读:6,181
Android调用系统相机、自定义相机、处理大图片
Android调用系统相机和自定义相机实例本博文主要是介绍了android上使用相机进行拍照并显示的两种方式,并且由于涉及到要把拍到的照片显…
日期:2022-11-24 点赞:512 阅读:7,818
Struts的使用
一、Struts2的获取  Struts的官方网站为:http://struts.apache.org/  下载完Struts2的jar包,…
日期:2022-11-24 点赞:671 阅读:4,901