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3 Camera, Light, and Shadow - GameRes.com
http://www.gameres.com
3 Camera, Light, and Shadow
摄像机，光源和=
阴影
findingdream
We already learned how to create a complex scene, but without =
shadow, a scene won't be .
In this chapter, we will learn about:
& * &The types of different light sources Ogre 3D supports and how they work
&Adding shadows to a scene and=
different shadow
& * &What a camera and are and why we need to have them
【 =
Before we can add lights to our scene, we first need to add a =
onto which shadows and
light are projected, and therefore visible to us. A normal
application wouldn't need a plane
because there would be a terrain or a floor to project light onto. Light would
without the plane, but we wouldn't be able to see the effect o=
for action – creating a plane
Until now, we have always loaded a 3D model from a file. Now w=
create one directly:
【 3D
1.& Delete all th=
inside the function.
【 1.createScene()
2.& Add the follo=
line to define a plane in thefunc=
【 2. createScene()
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