From f15fb0e017ed5b933dca3a01ae1d14dd8b850c85 Mon Sep 17 00:00:00 2001 From: daemyung jang Date: Fri, 3 Dec 2021 16:28:17 +0900 Subject: [PATCH] Summerize Chapter 5: Lighting Fundamentals --- 05-lighting-fundamentals/README.md | 22 ++++++++++++++++++ .../hemispheric-lighting.png | Bin 0 -> 220702 bytes README.md | 1 + 3 files changed, 23 insertions(+) create mode 100644 05-lighting-fundamentals/README.md create mode 100644 05-lighting-fundamentals/hemispheric-lighting.png diff --git a/05-lighting-fundamentals/README.md b/05-lighting-fundamentals/README.md new file mode 100644 index 0000000..cf9a47f --- /dev/null +++ b/05-lighting-fundamentals/README.md @@ -0,0 +1,22 @@ +# Chapter 5: Lighting Fundamentals + +As I read this book, I summarize what I think is wrong. If you think my comments are wrong then please let me know. We can dicuss more and update your opinion. + +## Hemispheric lighting + +* It's not make sense at all because the normal vector is in the object space. This book mentioned that `if the normals face up, they'll be blue; if they face down, they'll be green` but even you rotate the train to change the normals face up, the color never be changed. I guess it's showing the power of the fragment shader to you so it will be enough to understand that the fragment shader can define final colors. If you want to see the color is changed when you rotate the train, add below code before return in the vertex shader. + +``` +out.normal = (uniforms.viewMatrix * uniforms.modelMatrix * float4(vertexIn.normal, 0.0)).xyz; +``` + +![](./hemispheric-lighting.png) + +## Diffuse reflection + +* This book says that `if you scale an object in one direction (non-linearly), then the normals fo the object are no longer orthogonal and this approach won't work`. Yes it's very correct and you can fix this issue very easily. The normal matrix is that the inversed transposed model matrix. You can read more detail at [here](https://paroj.github.io/gltut/Illumination/Tut09%20Normal%20Transformation.html). Also this sample code already has the implementation to calculate the normal matrix. You can easily get the normal matrix like below. + +``` +// uniforms.normalMatrix = uniforms.modelMatrix.upperLeft +uniforms.normalMatrix = float3x3(normalFrom4x4: uniforms.modelMatrix) +``` diff --git a/05-lighting-fundamentals/hemispheric-lighting.png b/05-lighting-fundamentals/hemispheric-lighting.png new file mode 100644 index 0000000000000000000000000000000000000000..3c7a77db380e5be7b0b3d0e40e5dcafa29938aef GIT binary patch literal 220702 zcmeGDc|26@{|AoiR#aj_kt}0LXfe@Z8#Bq4R8w?^ER!t>$(m)%B-xiC6%vyuDNC|N z%q05~$(r4akg*MBjM>ij=)T{d_xtht{rmm%JCDbibLL#@MjkB?8-?7Wc$AK&(ue0=<;b_#%J5_a8is>27Fv#mvx9{)(^nEq6~>KECs@ zPtydirM5{tm<4*Jw}~mrE3Y3uukzr@-Wzk~EdE?2eHZLSi1(~-PgbO}o7+r`stZlfezm#vD8 zo0Rw5!mVTFn1mHL|BX+}PjoTB>#w@blnRx!h7c?3}I`aqRI96Zw<; zKS`m#ZR#&PJJh`^%cb<@DE5VM+?P4CnGT&@smCTa1&$8h>fDtvy{{B$^;;!V`gGg5 zYV`D>j*p5@N-bPu7>CweEPeL>?zvERzV&Zbx43cBW#1(2TV01bdX*ybJ+&{?T@=mf zM62#v$%vzt6zW^@(n6Z-ehqtGz4r2B;P^G(xm}^{`S8mbnP=yyTCU|$#pfa<>4x9m 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zkN2k=R*dc!F!p*q!IJt;G`|^vC2a4^{SUQeZl=2i(wF<{>fW)UzuD3{@gZpPwu`Zs zGnX=KA^Si$a@z0n%tdEh=_N~c&rx>OJxf^EZD>zce0IPURpoYr<%5e2>`5bC`qr%u zya8LJ;?-I`ugjD1h8Faad-Q^9Ge$m6#^rQEtL}2?{!wy7E;lz z=S1llEN6eI@43f*YA&Kw@@N;0_k-bHG H&ffeVEwh!C literal 0 HcmV?d00001 diff --git a/README.md b/README.md index 90ca816..0e28a45 100644 --- a/README.md +++ b/README.md @@ -16,6 +16,7 @@ You can also download the source code from [here](https://store.raywenderlich.co * [Chapter 2: 3D Models](https://github.com/daemyung/MetalByTutorials/tree/main/02-3d-models) * [Chapter 3: The Rendering Pipeline](https://github.com/daemyung/MetalByTutorials/tree/main/03-rendering-pipeline) * [Chapter 4: Coordinate Spaces](https://github.com/daemyung/MetalByTutorials/tree/main/04-3d-transforms) + * [Chapter 5: Lighting Fundamentals](https://github.com/daemyung/MetalByTutorials/tree/main/05-lighting-fundamentals) ## Copyright