mirror of
https://github.com/Sevichecc/Urara-Blog.git
synced 2025-04-30 11:29:29 +08:00
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This commit is contained in:
parent
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commit
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4 changed files with 282 additions and 31 deletions
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dev: true
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/vscode-oniguruma@1.7.0:
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/* .urara-prose a */
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.urara-prose :is(p, li) > a {
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@apply bg-[length:100%_0.2em] hover:bg-[length:100%_100%] bg-[position:0_88%] bg-gradient-to-t from-secondary/50 to-secondary/40 bg-no-repeat transition-all ease-in-out !no-underline;
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@apply underline
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font-normal
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hover:decoration-red-700/50
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hover:text-red-700
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decoration-2
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underline-offset-4 decoration-gray-700/30;
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}
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/* .urara-prose misc */
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123
urara/2023-05-18-cs291/+page.md
Normal file
123
urara/2023-05-18-cs291/+page.md
Normal file
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---
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title: 计算机图形学初体验——CS291
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created: 2023-05-18
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summary: 新奇、迷惑、混乱、解脱、期待
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tags:
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- Web3D
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- three.js
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- 计算机图形学
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---
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前前后后花了大概五天的时间,一天看2~3个小时不等,终于把这个 CS291 的课看完了。因为线上练习不太方便,所以基本上没有做 coding 练习,只是做了简单的 quiz。
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## 课程笔记
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[CS291](https://x.seviche.cc/#/page/cs291)
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不太全面的随堂笔记,基本上如果是我觉得已经完全理解的、不重要的就不会记录。
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## 课程评价
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### 优点:
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- 课程内容很丰富,从原理到实践都有涵盖,大概内容详见我的笔记
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- 附带课程讲稿,方便回顾(结合[翻译插件](https://immersive-translate.owenyoung.com/)看起来很方便)
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- 单节课时长很短,1~5分钟左右,看起来不那么累
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- 丰富的 Quiz 和 Question set,学练结合
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- 老师很幽默,没有口音问题,听起来很清晰
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- 有字幕
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### 缺点:
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基本上是和年代久远相关的问题:
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- 年代久远,部分内容过时
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- 附带资料链接很多都失效了
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- 线上 coding preview 全部失效
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- shader 没有深入讲
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- 讲解的 three.js 有点过时了
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## 后续学习
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### Three.js
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- [three.js forum](https://discourse.threejs.org/)
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- [Latest Showcase topics - three.js forum](https://discourse.threejs.org/c/showcase/7)
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- [Discord](https://discord.com/invite/jYMz4sX)
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- [Highest scored 'three.js' questions - Stack Overflow](https://stackoverflow.com/questions/tagged/three.js?sort=votes)
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- [Three.js - 3D JavaScript Library](https://www.reddit.com/r/threejs)
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- [Discover three.js!](https://discoverthreejs.com/)
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- [8 Best Three.js Courses to Take in 2023 — Class Central](https://www.classcentral.com/report/best-three-js-courses/)
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### Shaders
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- [Pixel Shaders: An Interactive Introduction to Graphics Programming](http://pixelshaders.com/)
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- [Shader Tutorials by Ronja | Ronja's tutorials](https://www.ronja-tutorials.com/)
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- (过时,无法运行)[GitHub - stackgl/shader-school](https://github.com/stackgl/shader-school)
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### WebGL
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- [WebGL/three.js Resources](https://www.realtimerendering.com/webgl.html)
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||||
- [WebGL Overview - The Khronos Group Inc](https://www.khronos.org/webgl/)
|
||||
- [WebGL - Web Graphics Library](https://www.reddit.com/r/webgl/)
|
||||
- [Learn WebGL — LearnWebGL](https://learnwebgl.brown37.net/)
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### openGL
|
||||
- [opengl-tutorial](https://www.opengl-tutorial.org/cn/)
|
||||
- [LearnOpenGL-CN](https://learnopengl-cn.readthedocs.io/zh/latest/)
|
||||
- new: [LearnOpenGL](https://learnopengl-cn.github.io/intro/)
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### 线性代数
|
||||
- [【官方双语/合集】线性代数的本质 - 系列合集_哔哩哔哩_bilibili](https://www.bilibili.com/video/BV1ys411472E)
|
||||
- [An Intuitive Guide to Linear Algebra – BetterExplained](https://betterexplained.com/articles/linear-algebra-guide/)
|
||||
- [Home - Solutions to Linear Algebra Done Right](https://linearalgebras.com/)
|
||||
- [Linear Algebra](https://math.berkeley.edu/~ribet/110/)
|
||||
- [Math 115A](https://www.math.ucla.edu/~tao/resource/general/115a.3.02f/)
|
||||
- [Linear Algebra Done Right](https://linear.axler.net/)
|
||||
- 《线性代数应该这样学》
|
||||
- MIT的线代课
|
||||
|
||||
|
||||
### 其他
|
||||
- youtuber: [Freya Holmér](https://www.youtube.com/@Acegikmo/videos)
|
||||
- [Shader Basics, Blending & Textures • Shaders for Game Devs [Part 1]](https://www.youtube.com/watch?v=kfM-yu0iQBk)
|
||||
- [Vectors & Dot Product • Math for Game Devs [Part 1]](https://www.youtube.com/watch?v=MOYiVLEnhrw)
|
||||
- Bilibili- [GAMES101-现代计算机图形学入门-闫令琪](https://www.bilibili.com/video/BV1X7411F744/)
|
||||
|
||||
## WebGPU
|
||||
|
||||
Chrome 113 中将支持 WebGPU ,即可以通过 Web 端直接调用底层GPU相关API。
|
||||
|
||||
打开 WebGPU 支持:`chrome://flags/#enable-unsafe-webgpu`
|
||||
|
||||
以及发现一个有意思的项目:[Orillusion - 次时代 WebGPU 引擎](https://www.orillusion.com/)
|
||||
|
||||
一篇 WebGPU 介绍文章:[I want to talk about WebGPU](https://cohost.org/mcc/post/1406157-i-want-to-talk-about-webgpu)
|
||||
|
||||
|
||||
## 不重要的细节
|
||||
|
||||
### 起承转折
|
||||
这个课的入口比较隐蔽,在 Udacity 官网中不太好找,我一开始是从博客 [Northern Wind](https://www.chunfuchao.com) 中的 [这个页面](https://www.chunfuchao.com/cs291/) 看到的,放到收藏夹中有些日子了,一时兴起就翻起来看了。
|
||||
|
||||
前面看得很精神,到数学部分开始犯难,于是花了大概1个小时左右到B站复习了线性代数,看的是这个课程:[线性代数的本质](https://www.bilibili.com/video/BV1ys411472E),看到点积就没有继续看下去了,还看了一些其他的线代资料,有的说可以理解成: *Linear algebra gives you mini-spreadsheets for your math equations.*[^1], 但还是觉得《线性代数的本质》这个课的几何描述更容易理解。我所理解的Matrix描述的是一种变换,二维或者三维,任何变换都可以看成是基向量的倍数级变化,点积的结果是一个角度,而叉积的结果是一个向量。
|
||||
|
||||
说起来大学的时候因为转专业学过两次线性代数,一次线性代数A、一次线性代数B,两者学分和难度不同。具体的分数记不清了,只记得考过了,是个不算太差的成绩,之前没有花太多时间去学,因为当时课程冲突,上线代的同时有另一个要上的课,只能选其一,所以课只听了一半,大概就用了几天的时间复习,所以现在也忘光了。
|
||||
|
||||
说回 CS291,课上很多内容之前学建模的时候都接触过,看到后面就开始本能犯困了,于是开始定番茄钟来定量摄入,结果就是终于看完了!很好的课,下次不看了。
|
||||
|
||||
### 做笔记
|
||||
|
||||
虽然我用 Obsidian 记录,但却借由 Logseq 发布,并不是故意写成大纲格式以方便 Logseq ,而是懒得写###定title,缩进也能更直观地看到层级关系,不用 Logseq 只是因为觉得不顺手。
|
||||
|
||||
顺带一提,最近 Obsidian 插件 [Outliner](https://github.com/vslinko/obsidian-outliner) 支持拖拽 Outliner 节点了
|
||||
|
||||
### 写码进度
|
||||
|
||||
为了学习 Next.js 而做的练习项目已经做完了:[Airbnb-Clone](https://github.com/Sevichecc/Airbnb-Clone/),感觉 React 生态好成熟,好多组件都不用自己写,拿来用就完了,Prisma 也很好用,可以直接从数据中获取类型定义,不过下次我想试试结合 PostgreSQL。
|
||||
|
||||
Next.js 的 Server Component 有些难懂,我的初步理解是它是为一种只在服务器(server)运行的代码,而在需要操作 dom 和需要使用 hook 的代码则需要设置为Client Component。感觉 Next.js 模糊了前后端的界限,是好是坏呢?我不知道,但是感觉用起来挺顺手的。
|
||||
|
||||
相关阅读:[Grok React Server Component by Quizzes](https://betterprogramming.pub/grok-react-server-component-by-quizzes-df4417905bc4)
|
||||
|
||||
其他进度:
|
||||
- 更新了 Raycast-Akkoma/Miniflux 中 Raycast API 的版本,并修剪了部分代码
|
||||
- 修改一个了 Mangane 的 [Bug](https://github.com/BDX-town/Mangane/pull/214),但他们好像在开发一个新的客户端,或许之后会废弃 Mangane,所以我决定暂时不做其他修改
|
||||
- 在做 shiraha 中的 dialog 插件,现在有了原生的 `<dialog>` element之后做 Modal 会比较方便
|
||||
|
||||
|
||||
[^1]: [An Intuitive Guide to Linear Algebra – BetterExplained](https://betterexplained.com/articles/linear-algebra-guide/)
|
123
vite.config.ts.timestamp-1684429627933-63a6906442cd4.mjs
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123
vite.config.ts.timestamp-1684429627933-63a6906442cd4.mjs
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Reference in a new issue