-------------------------------------------------------- Libraries -------------------------------------------------------- local vector = require("vector") local matrix = require("matrix") local buffer = require("doubleBuffering") local materials = require("OpenComputersGL/Materials") local renderer = require("OpenComputersGL/Renderer") local OCGL = {} -------------------------------------------------------- Constants -------------------------------------------------------- OCGL.axis = { x = 1, y = 2, z = 3, } OCGL.vertices = {} OCGL.triangles = {} OCGL.lines = {} OCGL.floatingTexts = {} -------------------------------------------------------- Vertex field methods -------------------------------------------------------- function OCGL.rotateVector(vector, axis, angle) local sin, cos = math.sin(angle), math.cos(angle) if axis == OCGL.axis.x then vector[1], vector[2], vector[3] = vector[1], cos * vector[2] - sin * vector[3], sin * vector[2] + cos * vector[3] elseif axis == OCGL.axis.y then vector[1], vector[2], vector[3] = cos * vector[1] + sin * vector[3], vector[2], cos * vector[3] - sin * vector[1] elseif axis == OCGL.axis.z then vector[1], vector[2], vector[3] = cos * vector[1] - sin * vector[2], sin * vector[1] + cos * vector[2], vector[3] else error("Axis enum " .. tostring(axis) .. " doesn't exists") end end function OCGL.translate(xTranslation, yTranslation, zTranslation) for vertexIndex = 1, #OCGL.vertices do OCGL.vertices[vertexIndex][1], OCGL.vertices[vertexIndex][2], OCGL.vertices[vertexIndex][3] = OCGL.vertices[vertexIndex][1] + xTranslation, OCGL.vertices[vertexIndex][2] + yTranslation, OCGL.vertices[vertexIndex][3] + zTranslation end end function OCGL.rotate(axis, angle) for vertexIndex = 1, #OCGL.vertices do OCGL.rotateVector(OCGL.vertices[vertexIndex], axis, angle) end end -------------------------------------------------------- Render queue methods -------------------------------------------------------- function OCGL.newIndexedTriangle(indexOfVertex1, indexOfVertex2, indexOfVertex3, material) return { indexOfVertex1, indexOfVertex2, indexOfVertex3, material } end function OCGL.newIndexedLine(indexOfVertex1, indexOfVertex2, color) return { indexOfVertex1, indexOfVertex2, color } end function OCGL.newIndexedFloatingText(indexOfVertex, color, text) return {indexOfVertex, text, color} end function OCGL.pushTriangleToRenderQueue(vector3Vertex1, vector3Vertex2, vector3Vertex3, material, meshPointer, meshTriangleIndexPointer) table.insert(OCGL.vertices, vector3Vertex1) table.insert(OCGL.vertices, vector3Vertex2) table.insert(OCGL.vertices, vector3Vertex3) table.insert(OCGL.triangles, OCGL.newIndexedTriangle(OCGL.nextVertexIndex, OCGL.nextVertexIndex + 1, OCGL.nextVertexIndex + 2, material, meshPointer, meshTriangleIndexPointer)) OCGL.nextVertexIndex = OCGL.nextVertexIndex + 3 end function OCGL.pushLineToRenderQueue(vector3Vertex1, vector3Vertex2, color) table.insert(OCGL.vertices, vector3Vertex1) table.insert(OCGL.vertices, vector3Vertex2) table.insert(OCGL.lines, OCGL.newIndexedLine(OCGL.nextVertexIndex, OCGL.nextVertexIndex + 1, color)) OCGL.nextVertexIndex = OCGL.nextVertexIndex + 2 end function OCGL.pushFloatingTextToRenderQueue(vector3Vertex, color, text) table.insert(OCGL.vertices, vector3Vertex) table.insert(OCGL.floatingTexts, OCGL.newIndexedFloatingText(OCGL.nextVertexIndex, color, text)) OCGL.nextVertexIndex = OCGL.nextVertexIndex + 1 end -------------------------------------------------------- Rendering methods -------------------------------------------------------- OCGL.setViewport = renderer.setViewport function OCGL.clearBuffer(backgroundColor) OCGL.nextVertexIndex, OCGL.vertices, OCGL.triangles, OCGL.lines, OCGL.floatingTexts = 1, {}, {}, {}, {} renderer.clearDepthBuffer() buffer.clear(backgroundColor) end function OCGL.createPerspectiveProjection() local zNearDivZ for vertexIndex = 1, #OCGL.vertices do zNearDivZ = math.abs(renderer.viewport.projectionSurface / OCGL.vertices[vertexIndex][3]) OCGL.vertices[vertexIndex][1] = zNearDivZ * OCGL.vertices[vertexIndex][1] OCGL.vertices[vertexIndex][2] = zNearDivZ * OCGL.vertices[vertexIndex][2] -- OCGL.vertices[vertexIndex][3] = zNearDivZ * OCGL.vertices[vertexIndex][3] end end function OCGL.render(renderMode) local vector3Vertex1, vector3Vertex2, vector3Vertex3, material = {}, {}, {} -- for lineIndex = 1, #OCGL.lines do -- vector3Vertex1, vector3Vertex2, material = OCGL.vertices[OCGL.lines[lineIndex][1]], OCGL.vertices[OCGL.lines[lineIndex][2]], OCGL.lines[lineIndex][3] -- if renderMode == renderer.renderModes.vertices then -- renderer.renderDot(vector3Vertex1, material) -- renderer.renderDot(vector3Vertex2, material) -- else -- renderer.renderLine( -- math.floor(vector3Vertex1[1]), -- math.floor(vector3Vertex1[2]), -- vector3Vertex1[3], -- math.floor(vector3Vertex2[1]), -- math.floor(vector3Vertex2[2]), -- vector3Vertex2[3], -- material -- ) -- end -- end for floatingTextIndex = 1, #OCGL.floatingTexts do vector3Vertex1 = OCGL.vertices[OCGL.floatingTexts[floatingTextIndex][1]] renderer.renderFloatingText( renderer.viewport.xCenter + vector3Vertex1[1], renderer.viewport.yCenter - vector3Vertex1[2], vector3Vertex1[3], OCGL.floatingTexts[floatingTextIndex][2], OCGL.floatingTexts[floatingTextIndex][3] ) end for triangleIndex = 1, #OCGL.triangles do material = OCGL.triangles[triangleIndex][4] vector3Vertex1[1], vector3Vertex1[2], vector3Vertex1[3] = renderer.viewport.xCenter + OCGL.vertices[OCGL.triangles[triangleIndex][1]][1], renderer.viewport.yCenter - OCGL.vertices[OCGL.triangles[triangleIndex][1]][2], OCGL.vertices[OCGL.triangles[triangleIndex][1]][3] vector3Vertex2[1], vector3Vertex2[2], vector3Vertex2[3] = renderer.viewport.xCenter + OCGL.vertices[OCGL.triangles[triangleIndex][2]][1], renderer.viewport.yCenter - OCGL.vertices[OCGL.triangles[triangleIndex][2]][2], OCGL.vertices[OCGL.triangles[triangleIndex][2]][3] vector3Vertex3[1], vector3Vertex3[2], vector3Vertex3[3] = renderer.viewport.xCenter + OCGL.vertices[OCGL.triangles[triangleIndex][3]][1], renderer.viewport.yCenter - OCGL.vertices[OCGL.triangles[triangleIndex][3]][2], OCGL.vertices[OCGL.triangles[triangleIndex][3]][3] if renderer.isVertexInViewRange(vector3Vertex1[1], vector3Vertex1[2], vector3Vertex1[3]) or renderer.isVertexInViewRange(vector3Vertex2[1], vector3Vertex2[2], vector3Vertex2[3]) or renderer.isVertexInViewRange(vector3Vertex3[1], vector3Vertex3[2], vector3Vertex3[3]) then if renderMode == renderer.renderModes.material then if material.type == materials.types.solid then renderer.renderFilledTriangle( { vector3Vertex1, vector3Vertex2, vector3Vertex3 }, material.color ) else error("Material type " .. tostring(material.type) .. " doesn't supported for rendering triangles") end elseif renderMode == renderer.renderModes.wireframe then renderer.renderLine(math.floor(vector3Vertex1[1]), math.floor(vector3Vertex1[2]), vector3Vertex1[3], math.floor(vector3Vertex2[1]), math.floor(vector3Vertex2[2]), vector3Vertex2[3], material.color or renderer.colors.wireframe) renderer.renderLine(math.floor(vector3Vertex2[1]), math.floor(vector3Vertex2[2]), vector3Vertex2[3], math.floor(vector3Vertex3[1]), math.floor(vector3Vertex3[2]), vector3Vertex3[3], material.color or renderer.colors.wireframe) renderer.renderLine(math.floor(vector3Vertex1[1]), math.floor(vector3Vertex1[2]), vector3Vertex1[3], math.floor(vector3Vertex3[1]), math.floor(vector3Vertex3[2]), vector3Vertex3[3], material.color or renderer.colors.wireframe) elseif renderMode == renderer.renderModes.vertices then renderer.renderDot(vector3Vertex1, material.color or renderer.colors.wireframe) renderer.renderDot(vector3Vertex2, material.color or renderer.colors.wireframe) renderer.renderDot(vector3Vertex3, material.color or renderer.colors.wireframe) else error("Rendermode enum " .. tostring(renderMode) .. " doesn't supported for rendering triangles") end end end end -------------------------------------------------------- Raycasting methods -------------------------------------------------------- local function vectorMultiply(a, b) return vector.newVector3(a[2] * b[3] - a[3] * b[2], a[3] * b[1] - a[1] * b[3], a[1] * b[2] - a[2] * b[1]) end local function getVectorDistance(a) return math.sqrt(a[1] ^ 2 + a[2] ^ 2 + a[3] ^ 2) end -- В случае попадания лучика этот метод вернет сам треугольник, а также дистанцию до его плоскости function OCGL.triangleRaycast(vector3RayStart, vector3RayEnd) local minimalDistance, closestTriangleIndex for triangleIndex = 1, #OCGL.triangles do -- Это вершины треугольника local A, B, C = OCGL.vertices[OCGL.triangles[triangleIndex][1]], OCGL.vertices[OCGL.triangles[triangleIndex][3]], OCGL.vertices[OCGL.triangles[triangleIndex][3]] -- ecs.error(A[1], A[2], A[3], vector3RayStart[1], vector3RayStart[2], vector3RayStart[3]) -- Это хз че local ABC = vectorMultiply(vector.newVector3(C[1] - A[1], C[2] - A[2], C[3] - A[3]), vector.newVector3(B[1] - A[1], B[2] - A[2], B[3] - A[3])) -- Рассчитываем удаленность виртуальной плоскости треугольника от старта нашего луча local D = -ABC[1] * A[1] - ABC[2] * A[2] - ABC[3] * A[3] local firstPart = D + ABC[1] * vector3RayStart[1] + ABC[2] * vector3RayStart[2] + ABC[3] * vector3RayStart[3] local secondPart = ABC[1] * vector3RayStart[1] - ABC[1] * vector3RayEnd[1] + ABC[2] * vector3RayStart[2] - ABC[2] * vector3RayEnd[2] + ABC[3] * vector3RayStart[3] - ABC[3] * vector3RayEnd[3] -- ecs.error(firstPart, secondPart) -- if firstPart ~= 0 or secondPart ~= 0 then ecs.error(firstPart, secondPart) end -- Если наш лучик не параллелен той ебучей плоскости треугольника if secondPart ~= 0 then local distance = firstPart / secondPart -- И если этот объект находится ближе к старту луча, нежели предыдущий if (distance >= 0 and distance <= 1) and (not minimalDistance or distance < minimalDistance) then -- То считаем точку попадания луча в данную плоскость (но ни хуя не факт, что он попадет в треугольник!) local S = vector.newVector3( vector3RayStart[1] + (vector3RayEnd[1] - vector3RayStart[1]) * distance, vector3RayStart[2] + (vector3RayEnd[2] - vector3RayStart[2]) * distance, vector3RayStart[3] + (vector3RayEnd[3] - vector3RayStart[3]) * distance ) -- Далее считаем сумму площадей параллелограммов, образованных тремя треугольниками, образовавшихся при попадании точки в треугольник -- Нууу тип кароч смари: точка ебанула в центр, и треугольник распидорасило на три мелких. Ну, и три мелких могут образовать параллелограммы свои -- И, кароч, если сумма трех площадей этих мелких уебков будет сильно отличаться от площади жирного треугольника, то луч не попал -- Ну, а площадь считается через sqrt(x^2+y^2+z^2) для каждого йоба-вектора ---- *A *B -- * Shotxyz --- *C local SA = vector.newVector3(A[1] - S[1], A[2] - S[2], A[3] - S[3]) local SB = vector.newVector3(B[1] - S[1], B[2] - S[2], B[3] - S[3]) local SC = vector.newVector3(C[1] - S[1], C[2] - S[2], C[3] - S[3]) local vectorDistanceSum = getVectorDistance(vectorMultiply(SA, SB)) + getVectorDistance(vectorMultiply(SB, SC)) + getVectorDistance(vectorMultiply(SC, SA)) local ABCDistance = getVectorDistance(ABC) -- Вот тут мы чекаем погрешность расчетов. Если все заебок, то кидаем этот треугольник в "проверенные"" if math.abs(vectorDistanceSum - ABCDistance) < 1 then closestTriangleIndex = triangleIndex minimalDistance = distance end end end end -- ecs.error(closestTriangleIndex) if OCGL.triangles[closestTriangleIndex] then return OCGL.triangles[closestTriangleIndex][5], OCGL.triangles[closestTriangleIndex][6], minimalDistance end end -------------------------------------------------------- Constants -------------------------------------------------------- return OCGL