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WebGL Tutorial - MVP
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전승곤
WebGL Tutorial - MVP
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#
This is a
WebGl tutorial
for education of
MVP in computer graphics
# WebGl tutorial
-
MVP in computer graphics
MVP is a methodology for showing the vertices in a comfortable way to present the object's local coorinates, camera, and perspective.
MVP is a methodology for showing the vertices in a comfortable way to present the object's local coorinates, camera, and perspective.
...
@@ -7,7 +7,8 @@ In this tutorial, you can get the knowledge of what Model-View-Projection is, ho
...
@@ -7,7 +7,8 @@ In this tutorial, you can get the knowledge of what Model-View-Projection is, ho
Explanation
Explanation
============
============
In the first section, you can get the information about the concept of the MVP method
In the first section, you can get the information about the concept of the MVP method.
<br/>
The meanings of Model, View, and Projection is given.
<div>
<div>
<img
src=
"https://user-images.githubusercontent.com/22390526/59958556-54a38380-94e3-11e9-8ada-dfb6635aab60.JPG"
></img>
<img
src=
"https://user-images.githubusercontent.com/22390526/59958556-54a38380-94e3-11e9-8ada-dfb6635aab60.JPG"
></img>
...
@@ -21,5 +22,8 @@ Next, , you can see the matrix for vertix translation using ranging inputs at th
...
@@ -21,5 +22,8 @@ Next, , you can see the matrix for vertix translation using ranging inputs at th
<img
src=
"https://user-images.githubusercontent.com/22390526/59958579-de535100-94e3-11e9-804f-34cac0e6ca55.JPG"
></img>
<img
src=
"https://user-images.githubusercontent.com/22390526/59958579-de535100-94e3-11e9-804f-34cac0e6ca55.JPG"
></img>
</div>
</div>
You can see the change of the screen using these inputs and move the object and view point using different types of translations.
You can see the change of the screen using these inputs and move the object and view point using different types of translations.
<br/>
The only object you can move in the world coordinate is the cube object which is in the middle.
The only object you can move in the world coordinate is the cube object which is in the middle.
## Contact
vskylife5901@ajou.ac.kr
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