handle different projections
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commit
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5 changed files with 48 additions and 25 deletions
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@ -26,37 +26,47 @@ type drawList struct {
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// edge reports if there is a draw ordering constraint between u and v (where
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// u draws before v).
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func edge(u, v Drawer) bool {
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func edge(u, v Drawer, πsign image.Point) bool {
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// Common logic for known interfaces (BoundingBoxer, ZPositioner), to
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// simplify DrawOrderer implementations.
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switch x := u.(type) {
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switch u := u.(type) {
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case BoundingBoxer:
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xb := x.BoundingBox()
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switch y := v.(type) {
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ub := u.BoundingBox()
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switch v := v.(type) {
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case BoundingBoxer:
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yb := y.BoundingBox()
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if xb.Min.Z >= yb.Max.Z { // x is in front of y
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vb := v.BoundingBox()
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if ub.Min.Z >= vb.Max.Z { // u is in front of v
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return false
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}
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if xb.Max.Z <= yb.Min.Z { // x is behind y
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if ub.Max.Z <= vb.Min.Z { // u is behind v
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return true
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}
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if xb.Max.Y <= yb.Min.Y { // x is above y
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return false
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if πsign.X != 0 {
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if ub.Max.X*πsign.X <= vb.Min.X*πsign.X { // u is to the left of v
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return false
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}
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if ub.Min.X*πsign.X >= vb.Max.X*πsign.X { // u is to the right of v
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return true
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}
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}
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if xb.Min.Y >= yb.Max.Y { // x is below y
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return true
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if πsign.Y != 0 {
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if ub.Max.Y*πsign.Y <= vb.Min.Y*πsign.Y { // u is above v
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return false
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}
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if ub.Min.Y*πsign.Y >= vb.Max.Y*πsign.Y { // u is below v
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return true
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}
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}
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case ZPositioner:
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return xb.Max.Z < y.ZPos() // x is before y
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return ub.Max.Z < v.ZPos() // u is before v
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}
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case ZPositioner:
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switch y := v.(type) {
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case BoundingBoxer:
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return x.ZPos() < y.BoundingBox().Min.Z
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return u.ZPos() < y.BoundingBox().Min.Z
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case ZPositioner:
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return x.ZPos() < y.ZPos()
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return u.ZPos() < y.ZPos()
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}
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}
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@ -72,6 +82,8 @@ func edge(u, v Drawer) bool {
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return false
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}
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var wholePlane = image.Rect(math.MinInt, math.MinInt, math.MaxInt, math.MaxInt)
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// Topological sort. Uses a projection π to flatten bounding boxes for
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// overlap tests, in order to reduce edge count.
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func (d *drawList) topsort(π geom.Projector) {
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@ -86,7 +98,7 @@ func (d *drawList) topsort(π geom.Projector) {
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continue
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}
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// If we can't get a more specific bounding rect, assume entire plane.
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ub := image.Rect(math.MinInt, math.MinInt, math.MaxInt, math.MaxInt)
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ub := wholePlane
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if x, ok := u.(BoundingBoxer); ok {
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ub = x.BoundingBox().BoundingRect(π)
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}
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@ -103,7 +115,7 @@ func (d *drawList) topsort(π geom.Projector) {
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}
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// If the edge goes u->v, add it.
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if edge(u, v) {
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if edge(u, v, π.Sign()) {
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edges[i] = append(edges[i], j)
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indegree[j]++
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}
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@ -43,7 +43,7 @@ type Game struct {
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Hides
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ScreenSize image.Point
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Root interface{} // typically a *Scene or SceneRef though
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Projection geom.IntProjection
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Projection geom.Projector
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VoxelScale geom.Float3
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dbmu sync.RWMutex
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@ -196,15 +196,15 @@ func (aw *Awakeman) realUpdate() error {
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// Left, right, away, toward
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aw.vel.X, aw.vel.Z = 0, 0
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switch {
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case ebiten.IsKeyPressed(ebiten.KeyLeft):
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case ebiten.IsKeyPressed(ebiten.KeyLeft) || ebiten.IsKeyPressed(ebiten.KeyJ):
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aw.vel.X = -runVelocity
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case ebiten.IsKeyPressed(ebiten.KeyRight):
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case ebiten.IsKeyPressed(ebiten.KeyRight) || ebiten.IsKeyPressed(ebiten.KeyL):
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aw.vel.X = runVelocity
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}
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switch {
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case ebiten.IsKeyPressed(ebiten.KeyUp):
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case ebiten.IsKeyPressed(ebiten.KeyUp) || ebiten.IsKeyPressed(ebiten.KeyI):
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aw.vel.Z = -runVelocity
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case ebiten.IsKeyPressed(ebiten.KeyDown):
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case ebiten.IsKeyPressed(ebiten.KeyDown) || ebiten.IsKeyPressed(ebiten.KeyK):
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aw.vel.Z = runVelocity
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}
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@ -71,10 +71,6 @@ func (b Box) Canon() Box {
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return b
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}
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type Projector interface {
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Project(Int3) image.Point
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}
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// BoundingRect returns an image.Rectangle that bounds the box if it were
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// projected.
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func (b Box) BoundingRect(π Projector) image.Rectangle {
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@ -2,9 +2,22 @@ package geom
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import "image"
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// Projector is used by Box and others to accept arbitrary
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type Projector interface {
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// Sign returns a {-1, 0, 1}-valued 2D vector pointing in the direction that
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// positive Z values are projected to.
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Sign() image.Point
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// Project projects a 3D point into 2D.
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Project(Int3) image.Point
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}
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// Projection uses floats to define a projection.
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type Projection struct{ X, Y float64 }
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func (π Projection) Sign() (s image.Point) {
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return image.Pt(int(FSign(π.X)), int(FSign(π.Y)))
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}
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// Project performs a parallel projection of a 3D coordiante into 2D.
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// x projects to (x + z*π.X), and y to (y + z*π.Y)
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func (π Projection) Project(p Int3) image.Point {
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@ -19,6 +32,8 @@ func (π Projection) Project(p Int3) image.Point {
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// be used in e.g. a diametric projection (IntProjection{X:0, Y:-2}).
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type IntProjection image.Point
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func (π IntProjection) Sign() image.Point { return image.Point(π) }
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// Project performs an integer parallel projection of a 3D coordinate into 2D.
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// If π.X = 0, the x returned is p.X; similarly for π.Y and y.
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// Otherwise, x projects to x + z/π.X and y projects to y + z/π.Y.
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