本系列主要参考《Unity Shaders and Effects Cookbook》一书(感谢原书作者),同时会加上一点个人理解或拓展。

这里是本书所有的插图。这里是本书所需的代码和资源(当然你也可以从官网下载)。

========================================== 分割线 ==========================================

写在前面

啦啦啦~我又回来看书啦。文章开始说一些题外话。因为写博客和在群里比较活跃(为什么QQ给我的称谓是“吐槽”。。。我这么乖。。。),最近有一些朋友给我发邮件或者私信,很多人都给了我鼓励,我很开心,也有人给了我很好的学习建议,这些经历让我觉得坚持写博客是正确的一条路~也谢谢所有鼓励、支持和关注我的人!我会坚持下去的。

好啦,言归正传~这篇开始,我决定开始一个新的章节——Vertex Magic。顾名思义,就是学习顶点相关的内容。自从看了下面Unity Gems里面的一张图,我对整个Surface Shader的工作流程有了更好的理解,在此再重温一下。

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

可以看出来共有四个阶段我们可以参与。我们之前学习的大多是在上图的第二和第三个阶段,也就是编写surf和LightingXXX函数来影响表面着色和光照函数的。在卡通风格的Shader中,我们也对最后一个更改像素颜色的机会——finalcolor命令有了一个初步的尝试。而现在,我们将用一章的时间来学习如何利用第一个阶段——顶点函数来影响像素颜色。

顶点函数是在每个顶点被传送到GPU之前被调用一次。它的作用是从模型坐标系中得到三维坐标,然后再转换到其渲染到屏幕时在屏幕坐标系中的二维位置。因此,通过顶点函数,我们可以修改顶点的位置、颜色和UV坐标。一旦我们完成了对顶点的修改后,就会进入到surf函数的执行。与顶点函数是逐顶点执行的方式不同,surf函数则是逐像素执行的。

通过顶点函数,我们可以创造像海上的波浪、旗帜飘动的动态效果,或者使用Shader来给顶点着色。这一篇,我们来学习如何在一个Surface Shader中创建一个最简单的顶点函数!

准备工作

在深入学习顶点函数之前,我们得首先了解如何通过顶点函数得到和存储顶点相关信息。

  1. 首先,我们要准备一个已经给顶点着色过的模型,以便我们可以在顶点函数中查看顶点颜色。为了方便,我们使用本书自带资源(见文章开头)中第七章的模型资源——VertexColorObject.fbx。我们把VertexColorObject.fbx导入Unity,并拖入到一个新的场景中。最后添加一个平行光。
  2. 新建一个Shader和Material,可以分别命名为SimpleVertexColor,并将Shader赋给Material,再将Material赋给模型。

你的场景应该看起来是这样的:

实现

下面,我们开始编写Shader。

  1. 在Properties块中添加新的Properties:
    	Properties
    {
    _MainTint("Global Color Tint", Color) = (1,1,1,1)
    }
  2. 接下来,告诉Unity我们将使用自己的顶点函数:
    		CGPROGRAM
    #pragma surface surf Lambert vertex:vert
  3. 为Properties中新添加的属性添加对应的引用:
    		float4 _MainTint;
  4. 下面是很重要的Input结构。我们添加了一个新的变量vertColor以便surf函数可以访问vert函数中传递的数据:
    		struct Input
    {
    float2 uv_MainTex;
    float4 vertColor;
    };
  5. 下面是一个非常简单的vert函数。我们访问模型的顶点颜色,再存储到Input结构体中:
    		void vert(inout appdata_full v, out Input o)
    {
    o.vertColor = v.color;
    }
  6. 最后,我们使用从Input中得到的数据填充SurfaceOutput结构体的Albedo参数:
    		void surf (Input IN, inout SurfaceOutput o)
    {
    o.Albedo = IN.vertColor.rgb * _MainTint.rgb;
    }
完整代码如下:
Shader "Custom/SimpleVertexColor" {
Properties
{
_MainTint("Global Color Tint", Color) = (1,1,1,1)
} SubShader
{
Tags { "RenderType"="Opaque" }
LOD 200 CGPROGRAM
#pragma surface surf Lambert vertex:vert float4 _MainTint; struct Input
{
float2 uv_MainTex;
float4 vertColor;
}; void vert(inout appdata_full v, out Input o)
{
o.vertColor = v.color;
} void surf (Input IN, inout SurfaceOutput o)
{
o.Albedo = IN.vertColor.rgb * _MainTint.rgb;
}
ENDCG
}
FallBack "Diffuse"
}

效果如下:

解释

通过顶点函数,我们可以修改顶点的位置、颜色、UV坐标等值。在本节中我们使用了一个从Maya导入的已给顶点着色的模型,但我们可以发现,在使用默认材质的情况下这些颜色在Unity中是不显示的。我们需要编写Shader,提取这些颜色再在模型上显示出来。
我们首先通过在#pragma声明中添加vertex:vert语句。这实际上告诉Unity,嘿,不要用你自己内置的顶点函数访问模型顶点信息啦,去我写的Shader里找一个名叫vert的家伙,用它去处理信息!如果Unity没有找到,它就会报一个编译错误。
vert函数里,除了我们熟悉的Input结构体,还有一个很特别的参数——appdata_full 。这个参数也是Unity内置的一个变量,它包含了模型顶点的所有信息,包括位置、切线、法线、两个纹理坐标和颜色信息。其他的还有appdata_base和appdata_tan,具体可以看见官网
你还可以发现,vertColor是一个float4类型的变量,这意味着我们还可以访问它的透明通道。像下面这样:
		void surf (Input IN, inout SurfaceOutput o)
{
o.Albedo = IN.vertColor.rgb * _MainTint.rgb;
o.Alpha = IN.vertColor.a;
}

【Unity Shaders】Vertex Magic —— 访问顶点颜色的更多相关文章

  1. (转)【Unity Shaders】Vertex Magic —— 访问顶点颜色

    转自:http://blog.csdn.net/candycat1992/article/details/38147767 本系列主要参考<Unity Shaders and Effects C ...

  2. Unity Shaders Vertex & Fragment Shader入门

    http://blog.csdn.net/candycat1992/article/details/40212735 三个月以前,在一篇讲卡通风格的Shader的最后,我们说到在Surface Sha ...

  3. 【Unity Shaders】Vertex & Fragment Shader入门

    写在前面 三个月以前,在一篇讲卡通风格的Shader的最后,我们说到在Surface Shader中实现描边效果的弊端,也就是只对表面平缓的模型有效.这是因为我们是依赖法线和视角的点乘结果来进行描边判 ...

  4. 【Unity Shader】二、顶点函数(vertex)和片元函数(fragment)传递数据,及各阶段可使用的语义(semantic)

    学习资料:http://www.sikiedu.com/course/37/task/433/show 本节学习目标: 学习Shader中结构体struct的使用. 学习在片元函数(vertex)和顶 ...

  5. 【Unity Shaders】Shader中的光照

    写在前面 自己写过Vertex & Fragment Shader的童鞋,大概都会对Unity的光照痛恨不已.当然,我相信这是因为我们写得少...不过这也是由于官方文档对这方面介绍很少的缘故, ...

  6. 【Unity Shaders】法线纹理(Normal Mapping)的实现细节

    写在前面 写这篇的目的是为了总结我长期以来的混乱.虽然题目是"法线纹理的实现细节",但其实我想讲的是如何在shader中编程正确使用法线进行光照计算.这里面最让人头大的就是各种矩阵 ...

  7. 【Unity Shaders】使用Unity Render Textures实现画面特效——建立画面特效脚本系统

    本系列主要参考<Unity Shaders and Effects Cookbook>一书(感谢原书作者),同时会加上一点个人理解或拓展. 这里是本书所有的插图.这里是本书所需的代码和资源 ...

  8. 【Unity Shaders】Shader学习资源和Surface Shader概述

    写在前面 写这篇文章的时候,我断断续续学习Unity Shader半年了,其实还是个门外汉.我也能体会很多童鞋那种想要学好Shader却无从下手的感觉.在这个期间,我找到一些学习Shader的教程以及 ...

  9. Vertex and FragmentShader顶点与片段着色器

    一.顶点与片段着色器简介 Vertex and FragmentShader:最强大的Shader类型,也是本系列的重点,下文中简称V&FShader,属于可编程渲染管线.使用的是CG/HLS ...

随机推荐

  1. [BZOJ]3243 向量内积(Noi2013)

    小C做了之后很有感觉的题目之一,但因为姿势不对调了很久. Description 两个d 维向量A=[a1,a2,...,ad]与B=[b1,b2,...,bd]的内积为其相对应维度的权值的乘积和,即 ...

  2. bzoj1531[POI2005]Bank notes 单调队列优化dp

    1531: [POI2005]Bank notes Time Limit: 5 Sec  Memory Limit: 64 MBSubmit: 559  Solved: 310[Submit][Sta ...

  3. Spring AOP @Around @Before @After 区别

    此段小代码演示了spring aop中@Around @Before @After三个注解的区别@Before是在所拦截方法执行之前执行一段逻辑.@After 是在所拦截方法执行之后执行一段逻辑.@A ...

  4. 三种方法,刷新 Android 的 MediaStore!让你保存的图片立即出现在相册里!

    公众号原标题:测试:"系统相册里怎么看不到我刚保存的图片,是我操作不对吗?" 一.序 Hi,大家好,我是承香墨影! App 内,创建一个文件并保存文件到本地的需求,是很常见的 I/ ...

  5. C指针 指针和数组 二维数组的指针 指针应用

    直接到变量名标识的存储单元中读取变量的值--直接寻址 通过其他变量间接找到变量的地址读取变量的值--间接寻址 指针变量存放地址 显示变量的地址 指针变量使用前必须初始化,若不知指向哪,可先指向NULL ...

  6. PWA初体验

    一.前言 现在市面上的Native  APP成千上万个,各种应用商店里面的APP琳琅满目.原生的APP下载到手机上之后,用户就可以获取一个方便的入口,体验上也十分顺畅.但是再好的事物难免有点缺点: 1 ...

  7. SpringBoot学习之启动探究

    SpringApplication是SpringBoot的启动程序,我们通过它的run方法可以快速启动一个SpringBoot应用.可是这里面到底发生了什么?它是处于什么样的机制简化我们程序启动的?接 ...

  8. Sublime Text3时间戳查看转换插件的开发

    平常配置表中,经常需要用到时间配置,比如活动开始结束.从可读性上,我们喜欢2017-04-27 17:00:00,从程序角度,我们喜欢用1493283600.前者是包含时区概念的,而后者市区无关,所以 ...

  9. pip: unsupported locale setting

    在终端里输入 $ export LC_ALL=C 可解决 http://stackoverflow.com/questions/36394101/pip-install-locale-error-un ...

  10. 监听RecyclerView滑动到末端

    监听RecyclerView滑动到末端 效果图 实现 1. 添加滑动到末端的接口 package com.kongqw.recyclerviewdemo; /** * Created by kongq ...