Document rendering with unbounded far distance

tutorials/3d/3d_rendering_limitations.rst

@@ -77,6 +77,14 @@ two different objects end up on the same buffer value, then Z-fighting will
 occur. This will materialize as textures flickering back and forth as the camera
 moves or rotates.
 
+.. note::
+
+    The Forward+ rendering method uses a technique called *reverse-z buffer* that
+    cancels out the risk of visible Z-fighting in most situations. This allows 
+    rendering both nearby any (very) far away geometry by pushing the Camera node's
+    **Far** property to (very) large values, while keeping the **Near** property to
+    its defaults.
+
 To make the depth buffer more precise over the rendered area, you should
 *increase* the Camera node's **Near** property. However, be careful: if you set
 it too high, players will be able to see through nearby geometry. You should

tutorials/performance/optimizing_3d_performance.rst

@@ -157,9 +157,10 @@ Large worlds
 If you are making large worlds, there are different considerations than what you
 may be familiar with from smaller games.
 
-Large worlds may need to be built in tiles that can be loaded on demand as you
-move around the world. This can prevent memory use from getting out of hand, and
-also limit the processing needed to the local area.
+Even though Godot has the ability to render any far away geometry, large worlds may
+need to be built in tiles that can be loaded on demand as you move around the world.
+This can prevent memory use from getting out of hand, and also limit the processing
+needed to the local area.
 
 There may also be rendering and physics glitches due to floating point error in
 large worlds. This can be resolved using :ref:`doc_large_world_coordinates`.

tutorials/physics/large_world_coordinates.rst

@@ -44,7 +44,7 @@ The range and precision (minimum step between two exponent intervals) are
 determined by the floating-point number type. The *theoretical* range allows
 extremely high values to be stored in single-precision floats, but with very low
 precision. In practice, a floating-point type that cannot represent all integer
-values is not very useful. At extreme values, precision becomes so low that the
+values is not always useful. At extreme values, precision becomes so low that the
 number cannot even distinguish two separate *integer* values from each other.
 
 This is the range where individual integer values can be represented in a
@@ -152,8 +152,10 @@ Who are large world coordinates for?
 ------------------------------------
 
 Large world coordinates are typically required for 3D space or planetary-scale
-simulation games. This extends to games that require supporting *very* fast
-movement speeds, but also very slow *and* precise movements at times.
+simulation games when they involve both very large distances or object sizes
+*and* small and precise positions at the same time. This extends to games that
+require supporting *very* fast movement speeds, but also very slow *and* precise
+movements at times.
 
 On the other hand, it's important to only use large world coordinates when
 actually required (for performance reasons). Large world coordinates are usually
@@ -164,6 +166,12 @@ actually required (for performance reasons). Large world coordinates are usually
 - Games with large worlds, but split into different levels with loading
   sequences in between. You can center each level portion around the world
   origin to avoid precision issues without a performance penalty.
+- Games with large-scale worlds, involving only large objects and speeds.
+  As long as you don't need small-scale control over the world, you can stick to
+  single-precision coordinates. This also means that you can keep using real scale
+  physical distance and speed units, even in (very) large worlds.
+- Games with (very) far away geometry that the player can never reach. You can 
+  increase the Camera node's **Far** property enough to get that geometry rendered.
 - Open world games with a *playable on-foot area* not exceeding 8192×8192 meters
   (centered around the world origin). As shown in the above table, the level of
   precision remains acceptable within that range, even for a first-person game.