Android 画个电池出来(Paint和canvas)
1.Android中很多时候都要自己去画一个自定义控件出来,就需要用到Paint和Canvas这两个类。
2.效果图:
aaarticlea/png;base64,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" alt="" width="375" height="667" />
3.直接上代码:
public class BatteryView extends View { private Paint mBatteryPait;
private Paint mPowerPaint;
private float mBatteryStroke = 2.0f; /**
* 屏幕的高宽
*
* @param context
*/
private int measureWidth;
private int measureHeight; /**
* 电池参数
*
* @param context
*/
private float mBatteryHeight = 30.0f;// 电池高度
private float mBatteryWidth = 60.0f;// 电池的宽度
private float mCapHeight = 15.0f;
private float mCapWidth = 5.0f; /**
* 电池电量
*
* @param context
*/
private float mPowerPadding = 5.0f;
private float mPowerHeight = mBatteryHeight - mBatteryStroke
- mPowerPadding;
private float mPowerWidth = mBatteryWidth - mBatteryStroke - mPowerPadding
* 2;// 电池身体的总宽度
private float mPower = 0f; /**
* 矩形
*/
private RectF mBatteryRectF;
private RectF mCapRectF;
private RectF mPowerRectF; public BatteryView(Context context) {
super(context);
initView();
} public BatteryView(Context context, AttributeSet attrs) {
super(context, attrs);
initView();
} public BatteryView(Context context, AttributeSet attrs, int defStyle) {
super(context, attrs, defStyle);
initView();
} private void initView() {
/**
* 设置电池画笔
*/
mBatteryPait = new Paint();
mBatteryPait.setColor(Color.GRAY);
mBatteryPait.setStrokeWidth(mBatteryStroke);
mBatteryPait.setStyle(Style.STROKE);
mBatteryPait.setAntiAlias(true);
/**
* 电量画笔
*/
mPowerPaint = new Paint();
mPowerPaint.setColor(Color.RED);
mPowerPaint.setStyle(Style.FILL);
mPowerPaint.setStrokeWidth(mBatteryStroke);
mPowerPaint.setAntiAlias(true);
/**
* 设置电池矩形
*/
mBatteryRectF = new RectF(mCapWidth, 0, mCapWidth + mBatteryWidth,
mBatteryHeight); /**
* 设置电池盖矩形
*/ mCapRectF = new RectF(0, mBatteryHeight / 2 - mCapHeight / 2,
mCapWidth, mBatteryHeight / 2 + mCapHeight / 2); /**
* 设置电量的矩形
*/ mPowerRectF = new RectF(mBatteryWidth + mCapWidth - mPowerPadding
- mPowerWidth, mPowerPadding, mBatteryWidth + mCapWidth
- mPowerPadding, mBatteryHeight - mPowerPadding); } @Override
protected void onMeasure(int widthMeasureSpec, int heightMeasureSpec) {
measureHeight = MeasureSpec.getSize(heightMeasureSpec);
measureWidth = MeasureSpec.getSize(widthMeasureSpec); setMeasuredDimension(widthMeasureSpec, heightMeasureSpec);
} @Override
protected void onDraw(Canvas canvas) {
super.onDraw(canvas);
canvas.save();
canvas.translate(measureWidth / 2, measureHeight / 2);
canvas.drawRoundRect(mBatteryRectF, 2.0f, 2.0f, mBatteryPait);
canvas.drawRoundRect(mCapRectF, 2.0f, 2.0f, mBatteryPait);
canvas.drawRect(mPowerRectF, mPowerPaint);
canvas.restore();
}
}
在XML中显示这个电池形状:
<LinearLayout xmlns:android="http://schemas.android.com/apk/res/android"
xmlns:tools="http://schemas.android.com/tools"
android:layout_width="match_parent"
android:layout_height="match_parent"
android:orientation="vertical"
tools:context=".MainActivity" > <com.example.battery.view.BatteryView
android:layout_width="match_parent"
android:layout_height="match_parent" /> </LinearLayout>
Android 画个电池出来(Paint和canvas)的更多相关文章
- Android画图之抗锯齿 paint 和 Canvas 两种方式
在画图的时候,图片如果旋转或缩放之后,总是会出现那些华丽的锯齿.其实Android自带了解决方式. 方法一:给Paint加上抗锯齿标志.然后将Paint对象作为参数传给canvas的绘制方法. ...
- Android利用canvas画各种图形 及Paint用法 .
引自:http://blog.csdn.net/carlfan/article/details/8139984 1.首先说一下canvas类: Class Overview The Canvas cl ...
- Android画图最基本的三个对象(Color,Paint,Canvas)
Android画图最基本的三个对象(Color,Paint,Canvas) 三个类都存放在 android.graphics包下 1) Color :颜色对象,相当于现实生活中的 ‘调料’ 2) Pa ...
- Android学习记录:Paint,Canvas和Bitmap
在Java中,利用过双缓冲技术,先将画笔画在内存上,再转化为图片,调出来. 当画的东西过多造成处理不过来时,双缓冲技术将防止闪屏. 在Paint方法下,我们这样写: BufferedImage tmp ...
- Android自定义组件系列【9】——Canvas绘制折线图
有时候我们在项目中会遇到使用折线图等图形,Android的开源项目中为我们提供了很多插件,但是很多时候我们需要根据具体项目自定义这些图表,这一篇文章我们一起来看看如何在Android中使用Canvas ...
- Android 画指南针
1.无意看到了一个指南针的UI,在这里简单的模仿了一下.其实就是第画布的一些变化而已. 别人的效果图是: 3.简单说一下思路: 1)首先是画一个黑色圆盘 2) 然后画圆盘上的刻度(就是对Canvas一 ...
- Android Paint、Canvas、Matrix使用讲解(一、Paint)
http://blog.csdn.net/tianjian4592/article/details/44336949 好了,前面主要讲了Animation,Animator 的使用,以及桌面火箭效果和 ...
- Android绘图基础Paint和Canvas介绍-android学习之旅(六十一)
canvas介绍 Paint类介绍 代码示例 效果图
- android画虚线的自定义VIew
package com.yesway.ycarplus.view; import android.annotation.SuppressLint; import android.content.Con ...
随机推荐
- debian修改主机名
hostnamectl set-hostname aaa 或者 vim /etc/hostname 记得更新 /etc/hosts
- git 基本操作 https://www.liaoxuefeng.com/wiki/0013739516305929606dd18361248578c67b8067c8c017b000/0013744142037508cf42e51debf49668810645e02887691000
1.创建版本库 (即仓库 repository)简单理解为一个目录,这个目录里的所有文件都可以被git管理起来,每个文件的修改删除,git都能跟踪,一边任何时刻都可以追踪历史,或者在将来某个时刻可以 ...
- shell变量(字符串)间的连接
shell变量(字符串)间的连接 对于变量或者字符串的连接,shell提供了相当简单的做法,比string的连接还要直接. 直接放到一起或用双引号即可. 例如$a, $b,有 c=$a$b c=$a& ...
- Does Windows have a limit of 2000 threads per process?
http://blogs.msdn.com/b/oldnewthing/archive/2005/07/29/444912.aspx Often I see people asking why the ...
- juc线程池原理(一):总体介绍
概要 线程池类图 线程池的类图如下: 1. Executor 它是"执行者"接口,它是来执行任务的.准确的说,Executor提供了execute()接口来执行已提交的 Runna ...
- SpringBoot中通过SpringBootServletInitializer如何实现容器初始化
相关文章 <Servlet3.0之四:动态注册和Servlet容器初始化> <SpringBoot中通过SpringBootServletInitializer如何实现组件加载> ...
- C# 获取天气 JSON解析
说明: winform获取中国天气的数据 中国天气返回的是JSON数据格式,这里做简单的解析. 用的http://www.weather.com.cn/data/sk/.html获取的天气. [ ...
- 虚拟机在 OpenStack 里没有共享存储条件下的在线迁移
虚拟机在 OpenStack 里没有共享存储条件下的在线迁移 本文尝试回答与 Live migration 相关的几个问题:Live migration 是什么?为什么要做 Live migratio ...
- 查询cad库中,所有程序leg引用的点的id,需要预先处理点表和程序表
select f1.pro_id,f1.pro_type, f1.code_fix_point, f1.code_type_fix_point, f1.code_fir,f2.code_icao,nv ...
- Maven的安装及配置、Maven在Eclipse中的配置
一.需要准备的东西 1. JDK 2. Eclipse 3. Maven程序包 二.检查JAVA安装 三.安装Maven 下载apache-maven-3.5.3-bin.zip解压即可. 四.配置M ...