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local wea = worldeditadditions
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local Vector3 = wea.Vector3
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--- Given a manip object and associates, generates a 2D x/z heightmap.
-- Note that pos1 and pos2 should have already been pushed through
-- worldedit.sort_pos(pos1, pos2) before passing them to this function.
-- @param pos1 Vector Position 1 of the region to operate on
-- @param pos2 Vector Position 2 of the region to operate on
-- @param manip VoxelManip The VoxelManip object.
-- @param area area The associated area object.
-- @param data table The associated data object.
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-- @return table,table The ZERO-indexed heightmap data (as 1 single flat array), followed by the size of the heightmap in the form { z = size_z, x = size_x }.
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function worldeditadditions . make_heightmap ( pos1 , pos2 , manip , area , data )
-- z y x (in reverse for little-endian machines) is the preferred loop order, but that isn't really possible here
local heightmap = { }
local hi = 0
local changes = { updated = 0 , skipped_columns = 0 }
for z = pos1.z , pos2.z , 1 do
for x = pos1.x , pos2.x , 1 do
local found_node = false
-- Scan each column top to bottom
for y = pos2.y + 1 , pos1.y , - 1 do
local i = area : index ( x , y , z )
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if not ( wea.is_airlike ( data [ i ] ) or wea.is_liquidlike ( data [ i ] ) ) then
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-- It's the first non-airlike node in this column
-- Start heightmap values from 1 (i.e. there's at least 1 node in the column)
heightmap [ hi ] = ( y - pos1.y ) + 1
found_node = true
break
end
end
if not found_node then heightmap [ hi ] = - 1 end
hi = hi + 1
end
end
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local heightmap_size = Vector3.new (
( pos2.x - pos1.x ) + 1 , -- x
0 , -- y
( pos2.z - pos1.z ) + 1 -- z
)
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return heightmap , heightmap_size
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end
--- Calculates a normal map for the given heightmap.
-- Caution: This method (like worldeditadditions.make_heightmap) works on
-- X AND Z, and NOT x and y. This means that the resulting 3d normal vectors
-- will have the z and y values swapped.
-- @param heightmap table A ZERO indexed flat heightmap. See worldeditadditions.make_heightmap().
-- @param heightmap_size int[] The size of the heightmap in the form [ z, x ]
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-- @return Vector[] The calculated normal map, in the same form as the input heightmap. Each element of the array is a Vector3 instance representing a normal.
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function worldeditadditions . calculate_normals ( heightmap , heightmap_size )
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-- print("heightmap_size: "..heightmap_size.x.."x"..heightmap_size.z)
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local result = { }
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for z = heightmap_size.z - 1 , 0 , - 1 do
for x = heightmap_size.x - 1 , 0 , - 1 do
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-- Algorithm ref https://stackoverflow.com/a/13983431/1460422
-- Also ref Vector.mjs, which I implemented myself (available upon request)
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local hi = z * heightmap_size.x + x
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-- Default to this pixel's height
local up = heightmap [ hi ]
local down = heightmap [ hi ]
local left = heightmap [ hi ]
local right = heightmap [ hi ]
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if z - 1 > 0 then up = heightmap [ ( z - 1 ) * heightmap_size.x + x ] end
if z + 1 < heightmap_size.z - 1 then down = heightmap [ ( z + 1 ) * heightmap_size.x + x ] end
if x - 1 > 0 then left = heightmap [ z * heightmap_size.x + ( x - 1 ) ] end
if x + 1 < heightmap_size.x - 1 then right = heightmap [ z * heightmap_size.x + ( x + 1 ) ] end
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-- print("[normals] UP | index", (z-1)*heightmap_size.x + x, "z", z, "z-1", z - 1, "up", up, "limit", 0)
-- print("[normals] DOWN | index", (z+1)*heightmap_size.x + x, "z", z, "z+1", z + 1, "down", down, "limit", heightmap_size.x-1)
-- print("[normals] LEFT | index", z*heightmap_size.x + (x-1), "x", x, "x-1", x - 1, "left", left, "limit", 0)
-- print("[normals] RIGHT | index", z*heightmap_size.x + (x+1), "x", x, "x+1", x + 1, "right", right, "limit", heightmap_size.x-1)
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result [ hi ] = wea.Vector3 . new (
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left - right , -- x
2 , -- y - Z & Y are flipped
down - up -- z
) : normalise ( )
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-- print("[normals] at "..hi.." ("..x..", "..z..") normal "..result[hi])
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end
end
return result
end
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--- Converts a 2d heightmap into slope values in radians.
-- Convert a radians to degrees by doing (radians*math.pi) / 180 for display,
-- but it is STRONGLY recommended to keep all internal calculations in radians.
-- @param heightmap table A ZERO indexed flat heightmap. See worldeditadditions.make_heightmap().
-- @param heightmap_size int[] The size of the heightmap in the form [ z, x ]
-- @return Vector[] The calculated slope map, in the same form as the input heightmap. Each element of the array is a (floating-point) number representing the slope in that cell in radians.
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function worldeditadditions . calculate_slopes ( heightmap , heightmap_size )
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local normals = worldeditadditions.calculate_normals ( heightmap , heightmap_size )
local slopes = { }
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local up = wea.Vector3 . new ( 0 , 1 , 0 ) -- Z & Y are flipped
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for z = heightmap_size.z - 1 , 0 , - 1 do
for x = heightmap_size.x - 1 , 0 , - 1 do
local hi = z * heightmap_size.x + x
-- Ref https://stackoverflow.com/a/16669463/1460422
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-- slopes[hi] = wea.Vector3.dot_product(normals[hi], up)
slopes [ hi ] = math.acos ( normals [ hi ] . y )
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end
end
return slopes
end
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--- Applies changes to a heightmap to a Voxel Manipulator data block.
-- @param pos1 vector Position 1 of the defined region
-- @param pos2 vector Position 2 of the defined region
-- @param area VoxelArea The VoxelArea object (see worldedit.manip_helpers.init)
-- @param data number[] The node ids data array containing the slice of the Minetest world extracted using the Voxel Manipulator.
-- @param heightmap_old number[] The original heightmap from worldeditadditions.make_heightmap.
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-- @param heightmap_new number[] The new heightmap containing the altered updated values. It is expected that worldeditadditions.table.shallowcopy be used to make a COPY of the data worldeditadditions.make_heightmap for this purpose. Both heightmap_old AND heightmap_new are REQUIRED in order for this function to work.
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-- @param heightmap_size vector The x / z size of the heightmap. Any y value set in the vector is ignored.
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-- @returns bool, string|{ added: number, removed: number } A bool indicating whether the operation was successful or not, followed by either an error message as a string (if it was not successful) or a table of statistics (if it was successful).
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function worldeditadditions . apply_heightmap_changes ( pos1 , pos2 , area , data , heightmap_old , heightmap_new , heightmap_size )
local stats = { added = 0 , removed = 0 }
local node_id_air = minetest.get_content_id ( " air " )
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local node_id_ignore = minetest.get_content_id ( " ignore " )
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for z = heightmap_size.z - 1 , 0 , - 1 do
for x = heightmap_size.x - 1 , 0 , - 1 do
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local hi = z * heightmap_size.x + x
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local height_old = heightmap_old [ hi ]
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local height_new = heightmap_new [ hi ]
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-- print("[conv/save] hi", hi, "height_old", heightmap_old[hi], "height_new", heightmap_new[hi], "z", z, "x", x, "pos1.y", pos1.y)
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-- Lua doesn't have a continue statement :-/
if height_old == height_new then
-- noop
elseif height_new < height_old then
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local node_id_replace = data [ area : index (
pos1.x + x ,
pos1.y + height_old + 1 ,
pos1.z + z
) ]
-- Unlikely, but if it can happen, it *will* happen.....
if node_id_replace == node_id_ignore then
node_id_replace = node_id_air
end
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stats.removed = stats.removed + ( height_old - height_new )
local y = height_new
while y < height_old do
local ci = area : index ( pos1.x + x , pos1.y + y , pos1.z + z )
-- print("[conv/save] remove at y", y, "→", pos1.y + y, "current:", minetest.get_name_from_content_id(data[ci]))
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if data [ ci ] ~= node_id_ignore then
data [ ci ] = node_id_replace
end
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y = y + 1
end
else -- height_new > height_old
-- We subtract one because the heightmap starts at 1 (i.e. 1 = 1 node in the column), but the selected region is inclusive
local node_id = data [ area : index ( pos1.x + x , pos1.y + ( height_old - 1 ) , pos1.z + z ) ]
-- print("[conv/save] filling with ", node_id, "→", minetest.get_name_from_content_id(node_id))
stats.added = stats.added + ( height_new - height_old )
local y = height_old
while y < height_new do
local ci = area : index ( pos1.x + x , pos1.y + y , pos1.z + z )
-- print("[conv/save] add at y", y, "→", pos1.y + y, "current:", minetest.get_name_from_content_id(data[ci]))
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if data [ ci ] ~= node_id_ignore then
data [ ci ] = node_id
end
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y = y + 1
end
end
end
end
return true , stats
end