android自定义渐变进度条

</pre>       项目中需要用到一个弧形渐变的进度条,通过android自带是不能实现的,我是没有找到实现的方法,有大神知道的可以指点,效果图是下面这样的<p></p><p><img src="" alt="" /><img 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" alt="" /></p><p>       这是通过继承VIew来绘制出来的,网上也有类似的,但是代码那是相当的累赘,而且创建了很多无用的对象</p><p>       我在这把自定义的View代码贴出来了,用到的话可以加以参考</p><p></p><pre code_snippet_id="1652650" snippet_file_name="blog_20160419_2_2646915" name="code" class="java">public class SpringProgressView extends View {

	/**
	 * 分段颜色
	 */

	private static final int[] SECTION_COLORS = {Color.RED, Color.parseColor("#ffa000"), Color.YELLOW};

	/**
	 * 进度条最大值
	 */
	private float maxCount;
	/**
	 * 进度条当前值
	 */
	private float currentCount;
	/**
	 * 画笔
	 */
	private Paint mPaint;
	private int mWidth, mHeight;

	private RectF rectBg = new RectF();
	private RectF rectProgressBg = new RectF();
	private LinearGradient shader;

	public SpringProgressView(Context context, AttributeSet attrs, int defStyleAttr) {
		super(context, attrs, defStyleAttr);
		initView(context);
	}

	public SpringProgressView(Context context, AttributeSet attrs) {
		super(context, attrs);
		initView(context);
	}

	public SpringProgressView(Context context) {
		super(context);
		initView(context);
	}

	private void initView(Context context) {
		mPaint = new Paint();
	}

	@Override
	protected void onLayout(boolean changed, int left, int top, int right, int bottom) {
		super.onLayout(changed, left, top, right, bottom);
		mHeight = bottom - top;
		mWidth = right - left;
		rectBg.set(0, 0,mWidth, mHeight);
	}

	@Override
	protected void onDraw(Canvas canvas) {
		super.onDraw(canvas);
		float section = currentCount / maxCount;
		if (shader == null) {
			shader = new LinearGradient(0, 0, mWidth, mHeight, SECTION_COLORS, null, Shader.TileMode.CLAMP);
		}
		mPaint.setShader(shader);
		mPaint.setAntiAlias(true);
		mPaint.setStyle(Paint.Style.STROKE);

		//绘制进度条外侧边框
		int round = mHeight*2/3;
		canvas.drawRoundRect(rectBg, round, round, mPaint);

		//绘制进度条
		mPaint.setStyle(Paint.Style.FILL);
		int pl=(int)(mWidth*(1-section));
		rectProgressBg.set(pl, 0, mWidth, mHeight);
		canvas.drawRoundRect(rectProgressBg, round, round, mPaint);
	}

	/*
     * 设置最大的进度值
     */
	public void setMaxCount(float maxCount) {
		this.maxCount = maxCount;
	}

	/**
	 * 设置当前的进度值
	 */
	public void setCurrentCount(float currentCount) {
		this.currentCount = currentCount > maxCount ? maxCount : currentCount;
		invalidate();
	}

	public float getMaxCount() {
		return maxCount;
	}

	public float getCurrentCount() {
		return currentCount;
	}

}

以上就是自定义的view部分,直接在布局文件中引用就可以了,在Activity中设置该进度条的最大值和和当前进度值,就可以完美实现了

我也把代码地址粘下来,可以下载http://download.csdn.net/detail/u013122144/9495668

时间: 2024-07-28 23:09:40

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