前天朋友遇到一个这样的需求,而且比较棘手让我帮忙解决。需求就是棋牌类的游戏,玩家的个人资料中包括自己的头像而且可以浏览相册中的图片或者使用相机拍照设置。关于这个问题我也查阅一些资料,由于涉及安卓部分知识,首先要了解Unity和安卓是如何通信的。

首先看到的是雨松老师的博客:http://www.xuanyusong.com/archives/1480咱们可以一起参考下这篇博客。好了,废话就不多说了,夜已深,开始撸代码吧!  

1 新建空的工程

2,头像显示当然要用图片了,就用UGUI的RawImage吧。

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" alt="" />

3,准备工作基本上结束了,接下来就是完成浏览相册和拍照上传了。这部分就不详细介绍了网上有很多教程,借助Eclipse完成浏览相册和拍照的逻辑,导出jar包在Unity中调用即可。插件已经导出,稍后会把工程共享给大家!

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" alt="" />

接下来该调用浏览相册和拍照的功能了,简单的测试,就这样吧!

void OnGUI()
{
if (GUI.Button(new Rect(10, 10, 100, 100), "Take Photo"))
{
OpenCamera();
}
if (GUI.Button(new Rect(220, 10, 100, 100), "Photo view"))
{
OpenPick();
}
    if (Input.GetKeyDown(KeyCode.Escape) || Input.GetKeyDown(KeyCode.Home))
    {
  Application.Quit(); 
    }
}

4,既然是圆角头像,那么还要处理圆角了。首先想到的是Shader做个裁剪即可。

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" alt="" />
是不是很神奇,上一秒还是方的哦!

5,接下来开始测试了,要打包真机测试的,请稍后打包中,,,,

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" alt="" />

6,哇咔咔,接下来要真机测试了。

对了,上面日志显示两个图片字节数值而且相差很大的,你看到的是对的。由于要考虑网络传输,传输的数据包要尽可能的小,这样才会节省流量和提高效率,第一个值是图片真是的字节数,第二个数值表示压缩后的图片字节数:2119,除以1024也就是2.07kb。这个数据还是可以接受的。

aaarticlea/png;base64,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" alt="" />

接下来是压缩的实现方法:

using UnityEngine;

using UnityEngine.UI;
using System.Collections;
using System.Threading; public class TextureTools : MonoBehaviour
{ public class ThreadData
{
public int start;
public int end;
public ThreadData(int s, int e)
{
start = s;
end = e;
}
} private static Color[] texColors;
private static Color[] newColors;
private static int w;
private static float ratioX;
private static float ratioY;
private static int w2;
private static int finishCount;
private static Mutex mutex; public static Texture2D Point(Texture2D tex, int newWidth, int newHeight, bool flipH, bool flipV)
{
return ThreadedScale(tex, newWidth, newHeight, false, flipH, flipV);
} public static Texture2D Bilinear(Texture2D tex, int newWidth, int newHeight, bool flipH, bool flipV)
{
return ThreadedScale(tex, newWidth, newHeight, true, flipH, flipV);
} private static Texture2D ThreadedScale(Texture2D tex, int newWidth, int newHeight, bool useBilinear, bool flipH, bool flipV)
{
texColors = tex.GetPixels();
newColors = new Color[newWidth * newHeight];
if (useBilinear)
{
ratioX = 1.0f / ((float)newWidth / (tex.width - 1));
ratioY = 1.0f / ((float)newHeight / (tex.height - 1));
}
else
{
ratioX = ((float)tex.width) / newWidth;
ratioY = ((float)tex.height) / newHeight;
}
w = tex.width;
w2 = newWidth;
var cores = Mathf.Min(SystemInfo.processorCount, newHeight);
var slice = newHeight / cores; finishCount = 0;
if (mutex == null)
{
mutex = new Mutex(false);
}
if (cores > 1)
{
int i = 0;
ThreadData threadData;
for (i = 0; i < cores - 1; i++)
{
threadData = new ThreadData(slice * i, slice * (i + 1));
ParameterizedThreadStart ts = useBilinear ? new ParameterizedThreadStart(BilinearScale) : new ParameterizedThreadStart(PointScale);
Thread thread = new Thread(ts);
thread.Start(threadData);
}
threadData = new ThreadData(slice * i, newHeight);
if (useBilinear)
{
BilinearScale(threadData);
}
else
{
PointScale(threadData);
}
while (finishCount < cores)
{
Thread.Sleep(1);
}
}
else
{
ThreadData threadData = new ThreadData(0, newHeight);
if (useBilinear)
{
BilinearScale(threadData);
}
else
{
PointScale(threadData);
}
} tex.Resize(newWidth, newHeight);
tex.SetPixels(newColors);
tex.Apply();
Texture2D orig = new Texture2D(tex.width, tex.height);
if (flipV)
{
int xN = tex.width;
int yN = tex.width; for (int i = 0; i < xN; i++)
{
for (int j = 0; j < yN; j++)
{
// tex.SetPixel(xN - i - 1, j, orig.GetPixel(i, j));
orig.SetPixel(i, yN - j - 1, tex.GetPixel(i, j));
}
}
orig.Apply(); }
else if (flipH)
{
int xN = tex.width;
int yN = tex.width; for (int i = 0; i < xN; i++)
{
for (int j = 0; j < yN; j++)
{
// tex.SetPixel(xN - i - 1, j, orig.GetPixel(i, j));
orig.SetPixel(xN - i - 1, j, tex.GetPixel(i, j));
}
}
orig.Apply(); }
else
{
orig = tex;
}
return orig;
} public static void BilinearScale(System.Object obj)
{
ThreadData threadData = (ThreadData)obj;
for (var y = threadData.start; y < threadData.end; y++)
{
int yFloor = (int)Mathf.Floor(y * ratioY);
var y1 = yFloor * w;
var y2 = (yFloor + 1) * w;
var yw = y * w2; for (var x = 0; x < w2; x++)
{
int xFloor = (int)Mathf.Floor(x * ratioX);
var xLerp = x * ratioX - xFloor;
newColors[yw + x] = ColorLerpUnclamped(ColorLerpUnclamped(texColors[y1 + xFloor], texColors[y1 + xFloor + 1], xLerp),
ColorLerpUnclamped(texColors[y2 + xFloor], texColors[y2 + xFloor + 1], xLerp),
y * ratioY - yFloor);
}
} mutex.WaitOne();
finishCount++;
mutex.ReleaseMutex();
} public static void PointScale(System.Object obj)
{
ThreadData threadData = (ThreadData)obj;
for (var y = threadData.start; y < threadData.end; y++)
{
var thisY = (int)(ratioY * y) * w;
var yw = y * w2;
for (var x = 0; x < w2; x++)
{
newColors[yw + x] = texColors[(int)(thisY + ratioX * x)];
}
} mutex.WaitOne();
finishCount++;
mutex.ReleaseMutex();
} private static Color ColorLerpUnclamped(Color c1, Color c2, float value)
{
return new Color(c1.r + (c2.r - c1.r) * value,
c1.g + (c2.g - c1.g) * value,
c1.b + (c2.b - c1.b) * value,
c1.a + (c2.a - c1.a) * value);
} }

OK,实用的小功能已做完,大家如果有问题可以给我留言,猿类要技术共享哦!

传送门:git@github.com:wuzhangwuzhang/UnityHeadIconSet.git

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