游戏特效优化指南—贴图篇
贴图篇尺寸长宽比必须为2^(整数倍)比如64*64,128*128,128*512 等等手游项目不要超过512*512最大化利用像素尽可能的使图案占满画面,最大化利用资源
如下图所示,左边图案占满了画面,最大限度的利用了像素,右边则利用率低下。https://pic2.zhimg.com/80/v2-8050d83bce711db35eff7388851995a9_720w.jpg
最大化利用图片的RGB通道合并RGB通道来使一张贴图当三张贴图使用
如下图所示,最大化利用贴图的RGB通道,每个通道放一张贴图,结合shader,最大化利用资源。https://pic1.zhimg.com/80/v2-9633ce94f6b487d6eaa2ef598bb9bde0_720w.jpghttps://pic2.zhimg.com/80/v2-553f5e3255826a3dea19c02ba0b347d5_720w.jpg具体制作方法1最原始的方法是在ps里面手动合并具体操作可见B站up主 赵京宇特效那点事儿 第十六课 图像RGB通道拆分合并 Photoshop技巧_哔哩哔哩_bilibilihttps://pic4.zhimg.com/80/v2-0d5fe57a83c235d780b3d7945e444fb7_720w.jpg2我使用的是SD,制作起来比较方便,还能额外进行各种操作。https://pic3.zhimg.com/80/v2-da14a3ed9230185fafe293c72014d102_720w.jpg3unity引擎内可通过插件实现,具体可见 B站up主 ADY521 的分享https://www.bilibili.com/video/BV1Ef4y1Y72yhttps://pic2.zhimg.com/80/v2-9c131d722a9628f334e8a475c6166229_720w.jpg
通过偏移色相,获得不同颜色的贴图原则上尽可能的使用shader着色,如出现必要情况,使用了带颜色的贴图。最好在shader中加入变色功能,以备不时之需。毕竟,皮肤换色大家都懂的。https://pic3.zhimg.com/80/v2-94d1eb4fbe5c365bc515d940d841a022_720w.jpghttps://pic3.zhimg.com/80/v2-b1e4c4253dca8ab9515b9196df9fb476_720w.jpg具体操作可见B站up主 赵京宇https://pic3.zhimg.com/80/v2-05978070bb5e0baf07dbd0fd6ba25b7e_720w.jpg#特效那点事儿 第十课 #Unity3d #色相的秘密_哔哩哔哩_bilibili
渐变贴图的尺寸优化推荐使用4*256或者4*128 尺寸。https://pic4.zhimg.com/80/v2-0dd20848010818d32c9dd308f2e9b887_720w.jpg这种先合并为RGB三通道贴图https://pic2.zhimg.com/80/v2-4a4aaa01ca20a5b237c5cfa3abf07805_720w.jpghttps://pic1.zhimg.com/80/v2-e600c529221982f2631641eb1e2f5ce8_720w.jpg再次压缩宽度,进一步缩小体积。但是使用起来和压缩前并无区别。
因为字数限制,只能分2次发了
原地址:https://zhuanlan.zhihu.com/p/394084695圆环类效果的另一种制作方法
https://pic3.zhimg.com/80/v2-fb627c1e0c51fc49f152ec3bfdbc4c5e_720w.jpg常规使用贴图的话,需要非常高的精度,才能获得一个边缘清晰的圆,同时像素利用率非常低下。使用极坐标转换,把圆环贴图进行2次压缩压缩。然后结合shader,使用模型加渐变贴图的做法,可以获得高性价比的圆圈效果,同时降低了Overdraw。https://pic3.zhimg.com/80/v2-b899b7a20268ffc5d050423aa7f36cd2_720w.jpg
https://pic4.zhimg.com/80/v2-be84861b6549e0bb46c41d7cedfe5db3_720w.jpghttps://pic4.zhimg.com/v2-5e8b2ae0439f0ae8b6a07483ed713cbf_b.jpg
减少透明物体的重叠程度,降低overdraw
刀光效果与圆圈同理。使用模型制作可以显著减少重叠程度与贴图尺寸。https://pic2.zhimg.com/80/v2-2fa847f823f1f69710850eaf7b876391_720w.jpghttps://pic2.zhimg.com/80/v2-2aeddea635e02f477776d2a840c7803d_720w.jpghttps://pic3.zhimg.com/80/v2-5ec54724d501baeaa598c4159d42faa6_720w.jpg
制作模型资产时,尽可能贴近特效轮廓
最为常见的圆形glow为例,图中左边为更加优秀的制作方法,因为引擎在计算半透明物体时的开销比顶点大,所以需要尽可能的缩小半透明计算范围。https://pic4.zhimg.com/80/v2-ade8c51d29d76ffe4fe6168b0dc4066f_720w.jpg除了手动建模,还可以使用houdini辅助操作。具体操作可见 天才亚古兽的教程天才亚古兽:Houdini在游戏里的简单运用p5(特效overdraw优化)
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SD资源在群里自取755239075
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