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22 Commits
luauu
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14
Cargo.lock
generated
14
Cargo.lock
generated
@@ -1974,9 +1974,9 @@ dependencies = [
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||||
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[[package]]
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||||
name = "luau0-src"
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||||
version = "0.17.0+luau701"
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version = "0.15.11+luau697"
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||||
source = "registry+https://github.com/rust-lang/crates.io-index"
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||||
checksum = "ed8f8edd8aba9654a9eeb62b2fe7461589f2faf2d0a1bc04bd64c0123319b3fc"
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||||
checksum = "bdbf698d77af7b846fab212ca666c5d597b9ff445ef1a647e181d3392e13dfdf"
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||||
dependencies = [
|
||||
"cc",
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||||
]
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||||
@@ -2149,13 +2149,12 @@ dependencies = [
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||||
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[[package]]
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name = "mlua"
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version = "0.11.5"
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||||
version = "0.11.4"
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source = "registry+https://github.com/rust-lang/crates.io-index"
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||||
checksum = "935ac67539907efcd7198137eb7358e052555f77fe1b2916600a2249351f2b33"
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||||
checksum = "9be1c2bfc684b8a228fbaebf954af7a47a98ec27721986654a4cc2c40a20cc7e"
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||||
dependencies = [
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"bstr",
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||||
"either",
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"libc",
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||||
"mlua-sys",
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||||
"num-traits",
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||||
"parking_lot",
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||||
@@ -2165,9 +2164,9 @@ dependencies = [
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||||
|
||||
[[package]]
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||||
name = "mlua-sys"
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||||
version = "0.9.0"
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||||
version = "0.8.3"
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||||
source = "registry+https://github.com/rust-lang/crates.io-index"
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||||
checksum = "8c968af21bf6b19fc9ca8e7b85ee16f86e4c9e3d0591de101a5608086bda0ad8"
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checksum = "3d4dc9cfc5a7698899802e97480617d9726f7da78c910db989d4d0fd4991d900"
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||||
dependencies = [
|
||||
"cc",
|
||||
"cfg-if",
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@@ -3815,7 +3814,6 @@ dependencies = [
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"arrayvec",
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"glam",
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"id",
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"mlua",
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"strafesnet_common",
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]
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@@ -7,7 +7,6 @@ edition = "2024"
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arrayvec = "0.7.6"
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glam = "0.30.0"
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id = { version = "0.1.0", registry = "strafesnet" }
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mlua = { version = "0.11.5", features = ["luau"] }
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strafesnet_common = { path = "../../lib/common", registry = "strafesnet" }
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[lints]
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@@ -21,12 +21,6 @@ impl<M:MeshQuery> CrawlResult<M>{
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CrawlResult::Hit(face,time)=>Some((face,time)),
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}
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}
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pub fn miss(self)->Option<FEV<M>>{
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match self{
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CrawlResult::Miss(fev)=>Some(fev),
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CrawlResult::Hit(_,_)=>None,
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}
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}
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}
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// TODO: move predict_collision_face_out algorithm in here or something
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@@ -3,7 +3,6 @@ mod face_crawler;
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mod model;
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mod push_solve;
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mod minimum_difference;
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mod minimum_difference_lua;
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pub mod physics;
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@@ -1,20 +1,21 @@
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use strafesnet_common::integer::vec3;
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use strafesnet_common::integer::vec3::Vector3;
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use strafesnet_common::integer::{Fixed,Planar64Vec3};
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use strafesnet_common::integer::{Fixed,Planar64,Planar64Vec3};
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use crate::model::{MeshQuery,MinkowskiMesh,MinkowskiVert};
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use crate::model::{DirectedEdge,FEV,MeshQuery};
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// This algorithm is based on Lua code
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// written by Trey Reynolds in 2021
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type Simplex<const N:usize>=[MinkowskiVert;N];
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enum Simplex1_3{
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Simplex1(Simplex<1>),
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Simplex2(Simplex<2>),
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Simplex3(Simplex<3>),
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type Simplex<const N:usize,Vert>=[Vert;N];
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||||
#[derive(Clone,Copy)]
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enum Simplex1_3<Vert>{
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Simplex1(Simplex<1,Vert>),
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Simplex2(Simplex<2,Vert>),
|
||||
Simplex3(Simplex<3,Vert>),
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}
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impl Simplex1_3{
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fn push_front(self,v:MinkowskiVert)->Simplex2_4{
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impl<Vert> Simplex1_3<Vert>{
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fn push_front(self,v:Vert)->Simplex2_4<Vert>{
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match self{
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Simplex1_3::Simplex1([v0])=>Simplex2_4::Simplex2([v,v0]),
|
||||
Simplex1_3::Simplex2([v0,v1])=>Simplex2_4::Simplex3([v,v0,v1]),
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@@ -22,10 +23,11 @@ impl Simplex1_3{
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}
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}
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}
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enum Simplex2_4{
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Simplex2(Simplex<2>),
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Simplex3(Simplex<3>),
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Simplex4(Simplex<4>),
|
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#[derive(Clone,Copy)]
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enum Simplex2_4<Vert>{
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Simplex2(Simplex<2,Vert>),
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Simplex3(Simplex<3,Vert>),
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Simplex4(Simplex<4,Vert>),
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}
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/*
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||||
@@ -41,23 +43,23 @@ local function absDet(r, u, v, w)
|
||||
end
|
||||
end
|
||||
*/
|
||||
impl Simplex2_4{
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||||
fn det_is_zero(&self,mesh:&MinkowskiMesh)->bool{
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impl<Vert> Simplex2_4<Vert>{
|
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fn det_is_zero<M:MeshQuery<Vert=Vert>>(self,mesh:&M)->bool{
|
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match self{
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||||
&Self::Simplex4([p0,p1,p2,p3])=>{
|
||||
Self::Simplex4([p0,p1,p2,p3])=>{
|
||||
let p0=mesh.vert(p0);
|
||||
let p1=mesh.vert(p1);
|
||||
let p2=mesh.vert(p2);
|
||||
let p3=mesh.vert(p3);
|
||||
(p1-p0).cross(p2-p0).dot(p3-p0)==Fixed::ZERO
|
||||
},
|
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&Self::Simplex3([p0,p1,p2])=>{
|
||||
Self::Simplex3([p0,p1,p2])=>{
|
||||
let p0=mesh.vert(p0);
|
||||
let p1=mesh.vert(p1);
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||||
let p2=mesh.vert(p2);
|
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(p1-p0).cross(p2-p0)==vec3::zero()
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},
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&Self::Simplex2([p0,p1])=>{
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Self::Simplex2([p0,p1])=>{
|
||||
let p0=mesh.vert(p0);
|
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let p1=mesh.vert(p1);
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p1-p0==vec3::zero()
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@@ -96,14 +98,14 @@ const fn choose_any_direction()->Planar64Vec3{
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vec3::X
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}
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fn reduce1(
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[v0]:Simplex<1>,
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mesh:&MinkowskiMesh,
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fn reduce1<M:MeshQuery>(
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[v0]:Simplex<1,M::Vert>,
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mesh:&M,
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point:Planar64Vec3,
|
||||
)->Reduced{
|
||||
)->Reduced<M::Vert>{
|
||||
// --debug.profilebegin("reduceSimplex0")
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// local a = a1 - a0
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let p0=-mesh.vert(v0);
|
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let p0=mesh.vert(v0);
|
||||
|
||||
// local p = -a
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let p=-(p0+point);
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@@ -125,16 +127,16 @@ fn reduce1(
|
||||
}
|
||||
|
||||
// local function reduceSimplex1(a0, a1, b0, b1)
|
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fn reduce2(
|
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[v0,v1]:Simplex<2>,
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||||
mesh:&MinkowskiMesh,
|
||||
fn reduce2<M:MeshQuery>(
|
||||
[v0,v1]:Simplex<2,M::Vert>,
|
||||
mesh:&M,
|
||||
point:Planar64Vec3,
|
||||
)->Reduced{
|
||||
)->Reduced<M::Vert>{
|
||||
// --debug.profilebegin("reduceSimplex1")
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// local a = a1 - a0
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// local b = b1 - b0
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let p0=-mesh.vert(v0);
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let p1=-mesh.vert(v1);
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let p0=mesh.vert(v0);
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let p1=mesh.vert(v1);
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||||
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||||
// local p = -a
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||||
// local u = b - a
|
||||
@@ -182,18 +184,18 @@ fn reduce2(
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||||
}
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// local function reduceSimplex2(a0, a1, b0, b1, c0, c1)
|
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fn reduce3(
|
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[v0,mut v1,v2]:Simplex<3>,
|
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mesh:&MinkowskiMesh,
|
||||
fn reduce3<M:MeshQuery>(
|
||||
[v0,mut v1,v2]:Simplex<3,M::Vert>,
|
||||
mesh:&M,
|
||||
point:Planar64Vec3,
|
||||
)->Reduced{
|
||||
)->Reduced<M::Vert>{
|
||||
// --debug.profilebegin("reduceSimplex2")
|
||||
// local a = a1 - a0
|
||||
// local b = b1 - b0
|
||||
// local c = c1 - c0
|
||||
let p0=-mesh.vert(v0);
|
||||
let p1=-mesh.vert(v1);
|
||||
let p2=-mesh.vert(v2);
|
||||
let p0=mesh.vert(v0);
|
||||
let p1=mesh.vert(v1);
|
||||
let p2=mesh.vert(v2);
|
||||
|
||||
// local p = -a
|
||||
// local u = b - a
|
||||
@@ -291,20 +293,20 @@ fn reduce3(
|
||||
}
|
||||
|
||||
// local function reduceSimplex3(a0, a1, b0, b1, c0, c1, d0, d1)
|
||||
fn reduce4(
|
||||
[v0,mut v1,mut v2,v3]:Simplex<4>,
|
||||
mesh:&MinkowskiMesh,
|
||||
fn reduce4<M:MeshQuery>(
|
||||
[v0,mut v1,mut v2,v3]:Simplex<4,M::Vert>,
|
||||
mesh:&M,
|
||||
point:Planar64Vec3,
|
||||
)->Reduce{
|
||||
)->Reduce<M::Vert>{
|
||||
// --debug.profilebegin("reduceSimplex3")
|
||||
// local a = a1 - a0
|
||||
// local b = b1 - b0
|
||||
// local c = c1 - c0
|
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// local d = d1 - d0
|
||||
let p0=-mesh.vert(v0);
|
||||
let p1=-mesh.vert(v1);
|
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let p2=-mesh.vert(v2);
|
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let p3=-mesh.vert(v3);
|
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let p0=mesh.vert(v0);
|
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let p1=mesh.vert(v1);
|
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let p2=mesh.vert(v2);
|
||||
let p3=mesh.vert(v3);
|
||||
|
||||
// local p = -a
|
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// local u = b - a
|
||||
@@ -480,18 +482,18 @@ fn reduce4(
|
||||
})
|
||||
}
|
||||
|
||||
struct Reduced{
|
||||
struct Reduced<Vert>{
|
||||
dir:Planar64Vec3,
|
||||
simplex:Simplex1_3,
|
||||
simplex:Simplex1_3<Vert>,
|
||||
}
|
||||
|
||||
enum Reduce{
|
||||
Escape(Simplex<4>),
|
||||
Reduced(Reduced),
|
||||
enum Reduce<Vert>{
|
||||
Escape(Simplex<4,Vert>),
|
||||
Reduced(Reduced<Vert>),
|
||||
}
|
||||
|
||||
impl Simplex2_4{
|
||||
fn reduce(self,mesh:&MinkowskiMesh,point:Planar64Vec3)->Reduce{
|
||||
impl<Vert> Simplex2_4<Vert>{
|
||||
fn reduce<M:MeshQuery<Vert=Vert>>(self,mesh:&M,point:Planar64Vec3)->Reduce<Vert>{
|
||||
match self{
|
||||
Self::Simplex2(simplex)=>Reduce::Reduced(reduce2(simplex,mesh,point)),
|
||||
Self::Simplex3(simplex)=>Reduce::Reduced(reduce3(simplex,mesh,point)),
|
||||
@@ -500,57 +502,13 @@ impl Simplex2_4{
|
||||
}
|
||||
}
|
||||
|
||||
// local function expand(
|
||||
// queryP, queryQ,
|
||||
// vertA0, vertA1,
|
||||
// vertB0, vertB1,
|
||||
// vertC0, vertC1,
|
||||
// vertD0, vertD1,
|
||||
// accuracy
|
||||
// )
|
||||
fn refine_to_exact(mesh:&MinkowskiMesh,simplex:Simplex<4>)->Simplex2_4{
|
||||
unimplemented!()
|
||||
}
|
||||
|
||||
/// Intermediate data structure containing a partially complete calculation.
|
||||
/// Sometimes you only care about the topology, and not about the
|
||||
/// exact point of intersection details.
|
||||
pub struct Topology{
|
||||
simplex:Simplex2_4,
|
||||
}
|
||||
impl Topology{
|
||||
/// Returns None if the point is intersecting the mesh.
|
||||
pub fn closest_point_details(self,mesh:&MinkowskiMesh)->Option<Details>{
|
||||
// NOTE: if hits is true, this if statement necessarily evaluates to true.
|
||||
// i.e. hits implies this statement
|
||||
// if -dist <= exitRadius + radiusP + radiusQ then
|
||||
// local posP, posQ = decompose(-point, a0, a1, b0, b1, c0, c1)
|
||||
// return hits, -dist - radiusP - radiusQ,
|
||||
// posP - radiusP*norm, -norm,
|
||||
// posQ + radiusQ*norm, norm
|
||||
// end
|
||||
// return false
|
||||
unimplemented!()
|
||||
}
|
||||
}
|
||||
pub struct Details{
|
||||
// distance:Planar64,
|
||||
// p_pos:Planar64Vec3,
|
||||
// p_norm:Planar64Vec3,
|
||||
// q_pos:Planar64Vec3,
|
||||
// q_norm:Planar64Vec3,
|
||||
}
|
||||
|
||||
pub fn contains_point(mesh:&MinkowskiMesh,point:Planar64Vec3)->bool{
|
||||
pub fn contains_point<M:MeshQuery>(mesh:&M,point:Planar64Vec3)->bool{
|
||||
const ENABLE_FAST_FAIL:bool=true;
|
||||
minimum_difference::<ENABLE_FAST_FAIL,_>(mesh,point,
|
||||
// TODO: remove mesh negation
|
||||
minimum_difference::<ENABLE_FAST_FAIL,_,M>(&-mesh,point,
|
||||
// on_exact
|
||||
|last_pos,direction|{
|
||||
// local norm = direction.unit
|
||||
// local dist = a:Dot(norm)
|
||||
// local hits = -dist < radiusP + radiusQ
|
||||
// return hits
|
||||
(last_pos+point).dot(direction).is_positive()
|
||||
|is_intersecting,_simplex|{
|
||||
is_intersecting
|
||||
},
|
||||
// on_escape
|
||||
|_simplex|{
|
||||
@@ -561,16 +519,248 @@ pub fn contains_point(mesh:&MinkowskiMesh,point:Planar64Vec3)->bool{
|
||||
||false
|
||||
)
|
||||
}
|
||||
pub fn closest_fev(mesh:&MinkowskiMesh,point:Planar64Vec3)->Topology{
|
||||
|
||||
//infinity fev algorithm state transition
|
||||
#[derive(Debug)]
|
||||
enum Transition<Vert>{
|
||||
Done,//found closest vert, no edges are better
|
||||
Vert(Vert),//transition to vert
|
||||
}
|
||||
enum EV<M:MeshQuery>{
|
||||
Vert(M::Vert),
|
||||
Edge(<M::Edge as DirectedEdge>::UndirectedEdge),
|
||||
}
|
||||
impl<M:MeshQuery> From<EV<M>> for FEV<M>{
|
||||
fn from(value:EV<M>)->Self{
|
||||
match value{
|
||||
EV::Vert(minkowski_vert)=>FEV::Vert(minkowski_vert),
|
||||
EV::Edge(minkowski_edge)=>FEV::Edge(minkowski_edge),
|
||||
}
|
||||
}
|
||||
}
|
||||
|
||||
trait Contains{
|
||||
fn contains(&self,point:Planar64Vec3)->bool;
|
||||
}
|
||||
|
||||
// convenience type to check if a point is within some threshold of a plane.
|
||||
struct ThickPlane{
|
||||
point:Planar64Vec3,
|
||||
normal:Vector3<Fixed<2,64>>,
|
||||
epsilon:Fixed<3,96>,
|
||||
}
|
||||
impl ThickPlane{
|
||||
fn new<M:MeshQuery>(mesh:&M,[v0,v1,v2]:Simplex<3,M::Vert>)->Self{
|
||||
let p0=mesh.vert(v0);
|
||||
let p1=mesh.vert(v1);
|
||||
let p2=mesh.vert(v2);
|
||||
let point=p0;
|
||||
let normal=(p1-p0).cross(p2-p0);
|
||||
// Allow ~ 2*sqrt(3) units of thickness on the plane
|
||||
// This is to account for the variance of two voxels across the longest diagonal
|
||||
let epsilon=(normal.length()*(Planar64::EPSILON*3)).wrap_3();
|
||||
Self{point,normal,epsilon}
|
||||
}
|
||||
}
|
||||
impl Contains for ThickPlane{
|
||||
fn contains(&self,point:Planar64Vec3)->bool{
|
||||
(point-self.point).dot(self.normal).abs()<=self.epsilon
|
||||
}
|
||||
}
|
||||
|
||||
struct ThickLine{
|
||||
point:Planar64Vec3,
|
||||
dir:Planar64Vec3,
|
||||
epsilon:Fixed<4,128>,
|
||||
}
|
||||
impl ThickLine{
|
||||
fn new<M:MeshQuery>(mesh:&M,[v0,v1]:Simplex<2,M::Vert>)->Self{
|
||||
let p0=mesh.vert(v0);
|
||||
let p1=mesh.vert(v1);
|
||||
let point=p0;
|
||||
let dir=p1-p0;
|
||||
// Allow ~ 2*sqrt(3) units of thickness on the plane
|
||||
// This is to account for the variance of two voxels across the longest diagonal
|
||||
let epsilon=(dir.length_squared()*(Planar64::EPSILON*3)).widen_4();
|
||||
Self{point,dir,epsilon}
|
||||
}
|
||||
}
|
||||
impl Contains for ThickLine{
|
||||
fn contains(&self,point:Planar64Vec3)->bool{
|
||||
(point-self.point).cross(self.dir).length_squared()<=self.epsilon
|
||||
}
|
||||
}
|
||||
|
||||
struct EVFinder<'a,M,C>{
|
||||
mesh:&'a M,
|
||||
constraint:C,
|
||||
best_distance_squared:Fixed<2,64>,
|
||||
}
|
||||
|
||||
impl<M:MeshQuery,C:Contains> EVFinder<'_,M,C>{
|
||||
fn next_transition_vert(&mut self,vert_id:M::Vert,point:Planar64Vec3)->Transition<M::Vert>{
|
||||
let mut best_transition=Transition::Done;
|
||||
for &directed_edge_id in self.mesh.vert_edges(vert_id).as_ref(){
|
||||
//test if this edge's opposite vertex closer
|
||||
let edge_verts=self.mesh.edge_verts(directed_edge_id.as_undirected());
|
||||
//select opposite vertex
|
||||
let test_vert_id=edge_verts.as_ref()[directed_edge_id.parity() as usize];
|
||||
let test_pos=self.mesh.vert(test_vert_id);
|
||||
let diff=point-test_pos;
|
||||
let distance_squared=diff.dot(diff);
|
||||
// ensure test_vert_id is coplanar to simplex
|
||||
if distance_squared<self.best_distance_squared&&self.constraint.contains(test_pos){
|
||||
best_transition=Transition::Vert(test_vert_id);
|
||||
self.best_distance_squared=distance_squared;
|
||||
}
|
||||
}
|
||||
best_transition
|
||||
}
|
||||
fn final_ev(&mut self,vert_id:M::Vert,point:Planar64Vec3)->EV<M>{
|
||||
let mut best_transition=EV::Vert(vert_id);
|
||||
let vert_pos=self.mesh.vert(vert_id);
|
||||
let diff=point-vert_pos;
|
||||
for &directed_edge_id in self.mesh.vert_edges(vert_id).as_ref(){
|
||||
//test if this edge is closer
|
||||
let edge_verts=self.mesh.edge_verts(directed_edge_id.as_undirected());
|
||||
let test_vert_id=edge_verts.as_ref()[directed_edge_id.parity() as usize];
|
||||
let test_pos=self.mesh.vert(test_vert_id);
|
||||
let edge_n=test_pos-vert_pos;
|
||||
let d=edge_n.dot(diff);
|
||||
//test the edge
|
||||
let edge_nn=edge_n.dot(edge_n);
|
||||
// ensure edge contains closest point and directed_edge_id is coplanar to simplex
|
||||
if !d.is_negative()&&d<=edge_nn&&self.constraint.contains(test_pos){
|
||||
let distance_squared={
|
||||
let c=diff.cross(edge_n);
|
||||
//wrap for speed
|
||||
(c.dot(c)/edge_nn).divide().wrap_2()
|
||||
};
|
||||
if distance_squared<=self.best_distance_squared{
|
||||
best_transition=EV::Edge(directed_edge_id.as_undirected());
|
||||
self.best_distance_squared=distance_squared;
|
||||
}
|
||||
}
|
||||
}
|
||||
best_transition
|
||||
}
|
||||
fn crawl_boundaries(&mut self,mut vert_id:M::Vert,point:Planar64Vec3)->EV<M>{
|
||||
loop{
|
||||
match self.next_transition_vert(vert_id,point){
|
||||
Transition::Done=>return self.final_ev(vert_id,point),
|
||||
Transition::Vert(new_vert_id)=>vert_id=new_vert_id,
|
||||
}
|
||||
}
|
||||
}
|
||||
}
|
||||
/// This function drops a vertex down to an edge or a face if the path from infinity did not cross any vertex-edge boundaries but the point is supposed to have already crossed a boundary down from a vertex
|
||||
fn crawl_to_closest_ev<M:MeshQuery>(mesh:&M,simplex:Simplex<2,M::Vert>,point:Planar64Vec3)->EV<M>{
|
||||
// naively start at the closest vertex
|
||||
// the closest vertex is not necessarily the one with the fewest boundary hops
|
||||
// but it doesn't matter, we will get there regardless.
|
||||
let (vert_id,best_distance_squared)=simplex.into_iter().map(|vert_id|{
|
||||
let diff=point-mesh.vert(vert_id);
|
||||
(vert_id,diff.dot(diff))
|
||||
}).min_by_key(|&(_,d)|d).unwrap();
|
||||
|
||||
let constraint=ThickLine::new(mesh,simplex);
|
||||
let mut finder=EVFinder{constraint,mesh,best_distance_squared};
|
||||
//start on any vertex
|
||||
//cross uncrossable vertex-edge boundaries until you find the closest vertex or edge
|
||||
//cross edge-face boundary if it's uncrossable
|
||||
finder.crawl_boundaries(vert_id,point)
|
||||
}
|
||||
|
||||
/// This function drops a vertex down to an edge or a face if the path from infinity did not cross any vertex-edge boundaries but the point is supposed to have already crossed a boundary down from a vertex
|
||||
fn crawl_to_closest_fev<M:MeshQuery>(mesh:&M,simplex:Simplex<3,M::Vert>,point:Planar64Vec3)->FEV::<M>{
|
||||
// naively start at the closest vertex
|
||||
// the closest vertex is not necessarily the one with the fewest boundary hops
|
||||
// but it doesn't matter, we will get there regardless.
|
||||
let (vert_id,best_distance_squared)=simplex.into_iter().map(|vert_id|{
|
||||
let diff=point-mesh.vert(vert_id);
|
||||
(vert_id,diff.dot(diff))
|
||||
}).min_by_key(|&(_,d)|d).unwrap();
|
||||
|
||||
let constraint=ThickPlane::new(mesh,simplex);
|
||||
let mut finder=EVFinder{constraint,mesh,best_distance_squared};
|
||||
//start on any vertex
|
||||
//cross uncrossable vertex-edge boundaries until you find the closest vertex or edge
|
||||
//cross edge-face boundary if it's uncrossable
|
||||
match finder.crawl_boundaries(vert_id,point){
|
||||
//if a vert is returned, it is the closest point to the infinity point
|
||||
EV::Vert(vert_id)=>FEV::Vert(vert_id),
|
||||
EV::Edge(edge_id)=>{
|
||||
//cross to face if we are on the wrong side
|
||||
let edge_n=mesh.edge_n(edge_id);
|
||||
// point is multiplied by two because vert_sum sums two vertices.
|
||||
let delta_pos=point*2-{
|
||||
let &[v0,v1]=mesh.edge_verts(edge_id).as_ref();
|
||||
mesh.vert(v0)+mesh.vert(v1)
|
||||
};
|
||||
for (i,&face_id) in mesh.edge_faces(edge_id).as_ref().iter().enumerate(){
|
||||
//test if this face is closer
|
||||
let (face_n,d)=mesh.face_nd(face_id);
|
||||
//if test point is behind face, the face is invalid
|
||||
// TODO: find out why I thought of this backwards
|
||||
if !(face_n.dot(point)-d).is_positive(){
|
||||
continue;
|
||||
}
|
||||
//edge-face boundary nd, n facing out of the face towards the edge
|
||||
let boundary_n=face_n.cross(edge_n)*(i as i64*2-1);
|
||||
let boundary_d=boundary_n.dot(delta_pos);
|
||||
//is test point behind edge, i.e. contained in the face
|
||||
if !boundary_d.is_positive(){
|
||||
//both faces cannot pass this condition, return early if one does.
|
||||
return FEV::Face(face_id);
|
||||
}
|
||||
}
|
||||
FEV::Edge(edge_id)
|
||||
},
|
||||
}
|
||||
}
|
||||
|
||||
pub fn closest_fev_not_inside<M:MeshQuery>(mesh:&M,point:Planar64Vec3)->Option<FEV<M>>{
|
||||
const ENABLE_FAST_FAIL:bool=false;
|
||||
minimum_difference::<ENABLE_FAST_FAIL,_>(mesh,point,
|
||||
// TODO: remove mesh negation
|
||||
minimum_difference::<ENABLE_FAST_FAIL,_,M>(&-mesh,point,
|
||||
// on_exact
|
||||
|_last_pos,_direction|unimplemented!(),
|
||||
|is_intersecting,simplex|{
|
||||
if is_intersecting{
|
||||
return None;
|
||||
}
|
||||
// Convert simplex to FEV
|
||||
// Vertices must be inverted since the mesh is inverted
|
||||
Some(match simplex{
|
||||
Simplex1_3::Simplex1([v0])=>FEV::Vert(-v0),
|
||||
Simplex1_3::Simplex2([v0,v1])=>{
|
||||
// invert
|
||||
let (v0,v1)=(-v0,-v1);
|
||||
let ev=crawl_to_closest_ev(mesh,[v0,v1],point);
|
||||
if !matches!(ev,EV::Edge(_)){
|
||||
println!("I can't believe it's not an edge!");
|
||||
}
|
||||
ev.into()
|
||||
},
|
||||
Simplex1_3::Simplex3([v0,v1,v2])=>{
|
||||
// invert
|
||||
let (v0,v1,v2)=(-v0,-v1,-v2);
|
||||
// Shimmy to the side until you find a face that contains the closest point
|
||||
// it's ALWAYS representable as a face, but this algorithm may
|
||||
// return E or V in edge cases but I don't think that will break the face crawler
|
||||
let fev=crawl_to_closest_fev(mesh,[v0,v1,v2],point);
|
||||
if !matches!(fev,FEV::Face(_)){
|
||||
println!("I can't believe it's not a face!");
|
||||
}
|
||||
fev
|
||||
},
|
||||
})
|
||||
},
|
||||
// on_escape
|
||||
|simplex|{
|
||||
|_simplex|{
|
||||
// intersection is guaranteed at this point
|
||||
// local norm, dist, u0, u1, v0, v1, w0, w1 = expand(queryP, queryQ, a0, a1, b0, b1, c0, c1, d0, d1, 1e-5)
|
||||
let simplex=refine_to_exact(mesh,simplex);
|
||||
Topology{simplex}
|
||||
// let simplex=refine_to_exact(mesh,simplex);
|
||||
None
|
||||
},
|
||||
// fast_fail value is irrelevant and will never be returned!
|
||||
||unreachable!()
|
||||
@@ -582,25 +772,25 @@ pub fn closest_fev(mesh:&MinkowskiMesh,point:Planar64Vec3)->Topology{
|
||||
// queryQ, radiusQ,
|
||||
// exitRadius, testIntersection
|
||||
// )
|
||||
fn minimum_difference<const ENABLE_FAST_FAIL:bool,T>(
|
||||
mesh:&MinkowskiMesh,
|
||||
fn minimum_difference<const ENABLE_FAST_FAIL:bool,T,M:MeshQuery>(
|
||||
mesh:&M,
|
||||
point:Planar64Vec3,
|
||||
on_exact:impl FnOnce(Planar64Vec3,Planar64Vec3)->T,
|
||||
on_escape:impl FnOnce(Simplex<4>)->T,
|
||||
on_exact:impl FnOnce(bool,Simplex1_3<M::Vert>)->T,
|
||||
on_escape:impl FnOnce(Simplex<4,M::Vert>)->T,
|
||||
on_fast_fail:impl FnOnce()->T,
|
||||
)->T{
|
||||
// local initialAxis = queryQ() - queryP()
|
||||
// local new_point_p = queryP(initialAxis)
|
||||
// local new_point_q = queryQ(-initialAxis)
|
||||
// local direction, a0, a1, b0, b1, c0, c1, d0, d1
|
||||
let mut initial_axis=-mesh.hint_point()+point;
|
||||
let mut initial_axis=mesh.hint_point()+point;
|
||||
// degenerate case
|
||||
if initial_axis==vec3::zero(){
|
||||
initial_axis=choose_any_direction();
|
||||
}
|
||||
let last_point=mesh.farthest_vert(direction);
|
||||
let last_point=mesh.farthest_vert(-initial_axis);
|
||||
// this represents the 'a' value in the commented code
|
||||
let mut last_pos=-mesh.vert(last_point);
|
||||
let mut last_pos=mesh.vert(last_point);
|
||||
let Reduced{dir:mut direction,simplex:mut simplex_small}=reduce1([last_point],mesh,point);
|
||||
|
||||
// exitRadius = testIntersection and 0 or exitRadius or 1/0
|
||||
@@ -609,8 +799,8 @@ fn minimum_difference<const ENABLE_FAST_FAIL:bool,T>(
|
||||
// new_point_p = queryP(-direction)
|
||||
// new_point_q = queryQ(direction)
|
||||
// local next_point = new_point_q - new_point_p
|
||||
let next_point=mesh.farthest_vert(-direction);
|
||||
let next_pos=-mesh.vert(next_point);
|
||||
let next_point=mesh.farthest_vert(direction);
|
||||
let next_pos=mesh.vert(next_point);
|
||||
|
||||
// if -direction:Dot(next_point) > (exitRadius + radiusP + radiusQ)*direction.magnitude then
|
||||
if ENABLE_FAST_FAIL&&direction.dot(next_pos+point).is_negative(){
|
||||
@@ -625,7 +815,11 @@ fn minimum_difference<const ENABLE_FAST_FAIL:bool,T>(
|
||||
if !direction.dot(next_pos-last_pos).is_positive()
|
||||
||simplex_big.det_is_zero(mesh){
|
||||
// Found enough information to compute the exact closest point.
|
||||
return on_exact(last_pos,direction);
|
||||
// local norm = direction.unit
|
||||
// local dist = a:Dot(norm)
|
||||
// local hits = -dist < radiusP + radiusQ
|
||||
let is_intersecting=(last_pos+point).dot(direction).is_positive();
|
||||
return on_exact(is_intersecting,simplex_small);
|
||||
}
|
||||
|
||||
// direction, a0, a1, b0, b1, c0, c1, d0, d1 = reduceSimplex(new_point_p, new_point_q, a0, a1, b0, b1, c0, c1)
|
||||
@@ -646,3 +840,5 @@ fn minimum_difference<const ENABLE_FAST_FAIL:bool,T>(
|
||||
last_pos=next_pos;
|
||||
}
|
||||
}
|
||||
|
||||
// TODO: unit tests
|
||||
|
||||
@@ -1,159 +0,0 @@
|
||||
use mlua::{Lua,FromLuaMulti,IntoLuaMulti,Function,Result as LuaResult,Vector};
|
||||
use strafesnet_common::integer::{Planar64,Planar64Vec3,FixedFromFloatError};
|
||||
|
||||
use crate::model::{MeshQuery,MinkowskiMesh};
|
||||
|
||||
pub fn contains_point(
|
||||
mesh:&MinkowskiMesh,
|
||||
point:Planar64Vec3,
|
||||
)->LuaResult<bool>{
|
||||
Ok(minimum_difference(mesh,point,true)?.hits)
|
||||
}
|
||||
pub fn minimum_difference_details(
|
||||
mesh:&MinkowskiMesh,
|
||||
point:Planar64Vec3,
|
||||
)->LuaResult<(bool,Details)>{
|
||||
let md=minimum_difference(mesh,point,false)?;
|
||||
Ok((md.hits,md.details.unwrap()))
|
||||
}
|
||||
fn p64v3(v:Vector)->Result<Planar64Vec3,FixedFromFloatError>{
|
||||
Ok(Planar64Vec3::new([
|
||||
v.x().try_into()?,
|
||||
v.y().try_into()?,
|
||||
v.z().try_into()?,
|
||||
]))
|
||||
}
|
||||
fn vec(v:Planar64Vec3)->Vector{
|
||||
Vector::new(v.x.into(),v.y.into(),v.z.into())
|
||||
}
|
||||
struct MinimumDifference{
|
||||
hits:bool,
|
||||
details:Option<Details>
|
||||
}
|
||||
pub struct Details{
|
||||
pub distance:Planar64,
|
||||
pub p_pos:Planar64Vec3,
|
||||
pub p_norm:Planar64Vec3,
|
||||
pub q_pos:Planar64Vec3,
|
||||
pub q_norm:Planar64Vec3,
|
||||
}
|
||||
impl FromLuaMulti for MinimumDifference{
|
||||
fn from_lua_multi(mut values:mlua::MultiValue,_lua:&Lua)->LuaResult<Self>{
|
||||
match values.make_contiguous(){
|
||||
&mut [
|
||||
mlua::Value::Boolean(hits),
|
||||
mlua::Value::Nil,
|
||||
mlua::Value::Nil,
|
||||
mlua::Value::Nil,
|
||||
mlua::Value::Nil,
|
||||
mlua::Value::Nil,
|
||||
]=>Ok(Self{hits,details:None}),
|
||||
&mut [
|
||||
mlua::Value::Boolean(hits),
|
||||
mlua::Value::Number(distance),
|
||||
mlua::Value::Vector(p_pos),
|
||||
mlua::Value::Vector(p_norm),
|
||||
mlua::Value::Vector(q_pos),
|
||||
mlua::Value::Vector(q_norm),
|
||||
]=>Ok(Self{
|
||||
hits,
|
||||
details:Some(Details{
|
||||
distance:distance.try_into().unwrap(),
|
||||
p_pos:p64v3(p_pos).unwrap(),
|
||||
p_norm:p64v3(p_norm).unwrap(),
|
||||
q_pos:p64v3(q_pos).unwrap(),
|
||||
q_norm:p64v3(q_norm).unwrap(),
|
||||
}),
|
||||
}),
|
||||
values=>Err(mlua::Error::runtime(format!("Invalid return values: {values:?}"))),
|
||||
}
|
||||
}
|
||||
}
|
||||
|
||||
struct Args{
|
||||
query_p:Function,
|
||||
radius_p:f64,
|
||||
query_q:Function,
|
||||
radius_q:f64,
|
||||
exit_radius:f64,
|
||||
test_intersection:bool,
|
||||
}
|
||||
impl Args{
|
||||
fn new(
|
||||
lua:&Lua,
|
||||
mesh:&'static MinkowskiMesh<'static>,
|
||||
point:Planar64Vec3,
|
||||
test_intersection:bool,
|
||||
)->LuaResult<Self>{
|
||||
let radius_p=0.0;
|
||||
let radius_q=0.0;
|
||||
let exit_radius=0.0;
|
||||
// Query the farthest point on the mesh in the given direction.
|
||||
let query_p=lua.create_function(move|_,dir:Option<Vector>|{
|
||||
let Some(dir)=dir else{
|
||||
return Ok(vec(mesh.mesh0.hint_point()));
|
||||
};
|
||||
let dir=p64v3(dir).unwrap();
|
||||
let vert_id=mesh.mesh0.farthest_vert(dir);
|
||||
let dir=mesh.mesh0.vert(vert_id);
|
||||
Ok(vec(dir))
|
||||
})?;
|
||||
// query_q is different since it includes the test point offset.
|
||||
let query_q=lua.create_function(move|_,dir:Option<Vector>|{
|
||||
let Some(dir)=dir else{
|
||||
return Ok(vec(mesh.mesh1.hint_point()+point));
|
||||
};
|
||||
let dir=p64v3(dir).unwrap();
|
||||
let vert_id=mesh.mesh1.farthest_vert(dir);
|
||||
let dir=mesh.mesh1.vert(vert_id)+point;
|
||||
Ok(vec(dir))
|
||||
})?;
|
||||
Ok(Args{
|
||||
query_p,
|
||||
radius_p,
|
||||
query_q,
|
||||
radius_q,
|
||||
exit_radius,
|
||||
test_intersection,
|
||||
})
|
||||
}
|
||||
}
|
||||
impl IntoLuaMulti for Args{
|
||||
fn into_lua_multi(self,lua:&Lua)->LuaResult<mlua::MultiValue>{
|
||||
use mlua::IntoLua;
|
||||
Ok(mlua::MultiValue::from_vec(vec![
|
||||
self.query_p.into_lua(lua)?,
|
||||
self.radius_p.into_lua(lua)?,
|
||||
self.query_q.into_lua(lua)?,
|
||||
self.radius_q.into_lua(lua)?,
|
||||
self.exit_radius.into_lua(lua)?,
|
||||
self.test_intersection.into_lua(lua)?,
|
||||
]))
|
||||
}
|
||||
}
|
||||
|
||||
fn minimum_difference(
|
||||
mesh:&MinkowskiMesh,
|
||||
point:Planar64Vec3,
|
||||
test_intersection:bool,
|
||||
)->LuaResult<MinimumDifference>{
|
||||
let ctx=init_lua()?;
|
||||
// SAFETY: mesh lifetime must outlive args usages
|
||||
let mesh=unsafe{core::mem::transmute(mesh)};
|
||||
let args=Args::new(&ctx.lua,mesh,point,test_intersection)?;
|
||||
ctx.f.call(args)
|
||||
}
|
||||
|
||||
struct Ctx{
|
||||
lua:Lua,
|
||||
f:Function,
|
||||
}
|
||||
fn init_lua()->LuaResult<Ctx>{
|
||||
static SOURCE:std::sync::LazyLock<String>=std::sync::LazyLock::new(||std::fs::read_to_string("/home/quat/strafesnet/game/src/ReplicatedStorage/Shared/Trey-MinimumDifference.lua").unwrap());
|
||||
let lua=Lua::new();
|
||||
lua.sandbox(true)?;
|
||||
let lib_f=lua.load(SOURCE.as_str()).set_name("Trey-MinimumDifference").into_function()?;
|
||||
let lib:mlua::Table=lib_f.call(())?;
|
||||
let f=lib.raw_get("difference")?;
|
||||
Ok(Ctx{lua,f})
|
||||
}
|
||||
@@ -92,6 +92,7 @@ pub trait MeshQuery{
|
||||
}
|
||||
/// This must return a point inside the mesh.
|
||||
fn hint_point(&self)->Planar64Vec3;
|
||||
fn farthest_vert(&self,dir:Planar64Vec3)->Self::Vert;
|
||||
fn vert(&self,vert_id:Self::Vert)->Planar64Vec3;
|
||||
fn face_nd(&self,face_id:Self::Face)->(Self::Normal,Self::Offset);
|
||||
fn face_edges(&self,face_id:Self::Face)->impl AsRef<[Self::Edge]>;
|
||||
@@ -434,7 +435,7 @@ impl TryFrom<&model::Mesh> for PhysicsMesh{
|
||||
}
|
||||
}
|
||||
|
||||
#[derive(Debug)]
|
||||
#[derive(Debug,Clone,Copy)]
|
||||
pub struct PhysicsMeshView<'a>{
|
||||
data:&'a PhysicsMeshData,
|
||||
topology:&'a PhysicsMeshTopology,
|
||||
@@ -453,6 +454,18 @@ impl MeshQuery for PhysicsMeshView<'_>{
|
||||
// invariant: meshes always encompass the origin
|
||||
vec3::zero()
|
||||
}
|
||||
fn farthest_vert(&self,dir:Planar64Vec3)->SubmeshVertId{
|
||||
//this happens to be well-defined. there are no virtual virtices
|
||||
SubmeshVertId::new(
|
||||
self.topology.verts.iter()
|
||||
.enumerate()
|
||||
.max_by_key(|&(_,&vert_id)|
|
||||
dir.dot(self.data.verts[vert_id.get() as usize].0)
|
||||
)
|
||||
//assume there is more than zero vertices.
|
||||
.unwrap().0 as u32
|
||||
)
|
||||
}
|
||||
//ideally I never calculate the vertex position, but I have to for the graphical meshes...
|
||||
fn vert(&self,vert_id:SubmeshVertId)->Planar64Vec3{
|
||||
let vert_idx=self.topology.verts[vert_id.get() as usize].get() as usize;
|
||||
@@ -491,7 +504,7 @@ impl PhysicsMeshTransform{
|
||||
}
|
||||
}
|
||||
|
||||
#[derive(Debug)]
|
||||
#[derive(Debug,Clone,Copy)]
|
||||
pub struct TransformedMesh<'a>{
|
||||
view:PhysicsMeshView<'a>,
|
||||
transform:&'a PhysicsMeshTransform,
|
||||
@@ -509,18 +522,6 @@ impl TransformedMesh<'_>{
|
||||
pub fn verts<'a>(&'a self)->impl Iterator<Item=Vector3<Fixed<2,64>>>+'a{
|
||||
self.view.data.verts.iter().map(|&Vert(pos)|self.transform.vertex.transform_point3(pos))
|
||||
}
|
||||
pub fn farthest_vert(&self,dir:Planar64Vec3)->SubmeshVertId{
|
||||
//this happens to be well-defined. there are no virtual virtices
|
||||
SubmeshVertId::new(
|
||||
self.view.topology.verts.iter()
|
||||
.enumerate()
|
||||
.max_by_key(|&(_,&vert_id)|
|
||||
dir.dot(self.transform.vertex.transform_point3(self.view.data.verts[vert_id.get() as usize].0))
|
||||
)
|
||||
//assume there is more than zero vertices.
|
||||
.unwrap().0 as u32
|
||||
)
|
||||
}
|
||||
}
|
||||
impl MeshQuery for TransformedMesh<'_>{
|
||||
type Face=SubmeshFaceId;
|
||||
@@ -541,6 +542,18 @@ impl MeshQuery for TransformedMesh<'_>{
|
||||
fn hint_point(&self)->Planar64Vec3{
|
||||
self.transform.vertex.translation
|
||||
}
|
||||
fn farthest_vert(&self,dir:Planar64Vec3)->SubmeshVertId{
|
||||
//this happens to be well-defined. there are no virtual virtices
|
||||
SubmeshVertId::new(
|
||||
self.view.topology.verts.iter()
|
||||
.enumerate()
|
||||
.max_by_key(|&(_,&vert_id)|
|
||||
dir.dot(self.transform.vertex.transform_point3(self.view.data.verts[vert_id.get() as usize].0))
|
||||
)
|
||||
//assume there is more than zero vertices.
|
||||
.unwrap().0 as u32
|
||||
)
|
||||
}
|
||||
#[inline]
|
||||
fn face_edges(&self,face_id:SubmeshFaceId)->impl AsRef<[SubmeshDirectedEdgeId]>{
|
||||
self.view.face_edges(face_id)
|
||||
@@ -571,7 +584,16 @@ impl MeshQuery for TransformedMesh<'_>{
|
||||
pub enum MinkowskiVert{
|
||||
VertVert(SubmeshVertId,SubmeshVertId),
|
||||
}
|
||||
#[derive(Clone,Copy,Debug)]
|
||||
// TODO: remove this
|
||||
impl core::ops::Neg for MinkowskiVert{
|
||||
type Output=Self;
|
||||
fn neg(self)->Self::Output{
|
||||
match self{
|
||||
MinkowskiVert::VertVert(v0,v1)=>MinkowskiVert::VertVert(v1,v0),
|
||||
}
|
||||
}
|
||||
}
|
||||
#[derive(Clone,Copy,Debug,Eq,PartialEq)]
|
||||
pub enum MinkowskiEdge{
|
||||
VertEdge(SubmeshVertId,SubmeshEdgeId),
|
||||
EdgeVert(SubmeshEdgeId,SubmeshVertId),
|
||||
@@ -607,7 +629,7 @@ impl DirectedEdge for MinkowskiDirectedEdge{
|
||||
}
|
||||
}
|
||||
}
|
||||
#[derive(Clone,Copy,Debug,Hash,Eq,PartialEq)]
|
||||
#[derive(Clone,Copy,Debug,Hash)]
|
||||
pub enum MinkowskiFace{
|
||||
VertFace(SubmeshVertId,SubmeshFaceId),
|
||||
EdgeEdge(SubmeshEdgeId,SubmeshEdgeId,bool),
|
||||
@@ -619,19 +641,8 @@ pub enum MinkowskiFace{
|
||||
|
||||
#[derive(Debug)]
|
||||
pub struct MinkowskiMesh<'a>{
|
||||
pub mesh0:TransformedMesh<'a>,
|
||||
pub mesh1:TransformedMesh<'a>,
|
||||
}
|
||||
|
||||
//infinity fev algorithm state transition
|
||||
#[derive(Debug)]
|
||||
enum Transition{
|
||||
Done,//found closest vert, no edges are better
|
||||
Vert(MinkowskiVert),//transition to vert
|
||||
}
|
||||
enum EV{
|
||||
Vert(MinkowskiVert),
|
||||
Edge(MinkowskiEdge),
|
||||
mesh0:TransformedMesh<'a>,
|
||||
mesh1:TransformedMesh<'a>,
|
||||
}
|
||||
|
||||
pub type GigaTime=Ratio<Fixed<4,128>,Fixed<4,128>>;
|
||||
@@ -640,6 +651,14 @@ pub fn into_giga_time(time:Time,relative_to:Time)->GigaTime{
|
||||
Ratio::new(r.num.widen_4(),r.den.widen_4())
|
||||
}
|
||||
|
||||
// TODO: remove this
|
||||
impl<'a> core::ops::Neg for &MinkowskiMesh<'a>{
|
||||
type Output=MinkowskiMesh<'a>;
|
||||
fn neg(self)->Self::Output{
|
||||
MinkowskiMesh::minkowski_sum(self.mesh1,self.mesh0)
|
||||
}
|
||||
}
|
||||
|
||||
impl MinkowskiMesh<'_>{
|
||||
pub fn minkowski_sum<'a>(mesh0:TransformedMesh<'a>,mesh1:TransformedMesh<'a>)->MinkowskiMesh<'a>{
|
||||
MinkowskiMesh{
|
||||
@@ -647,140 +666,21 @@ impl MinkowskiMesh<'_>{
|
||||
mesh1,
|
||||
}
|
||||
}
|
||||
pub fn farthest_vert(&self,dir:Planar64Vec3)->MinkowskiVert{
|
||||
MinkowskiVert::VertVert(self.mesh0.farthest_vert(dir),self.mesh1.farthest_vert(-dir))
|
||||
}
|
||||
fn next_transition_vert(&self,vert_id:MinkowskiVert,best_distance_squared:&mut Fixed<2,64>,infinity_dir:Planar64Vec3,point:Planar64Vec3)->Transition{
|
||||
let mut best_transition=Transition::Done;
|
||||
for &directed_edge_id in self.vert_edges(vert_id).as_ref(){
|
||||
let edge_n=self.directed_edge_n(directed_edge_id);
|
||||
//is boundary uncrossable by a crawl from infinity
|
||||
let edge_verts=self.edge_verts(directed_edge_id.as_undirected());
|
||||
//select opposite vertex
|
||||
let test_vert_id=edge_verts.as_ref()[directed_edge_id.parity() as usize];
|
||||
//test if it's closer
|
||||
let diff=point-self.vert(test_vert_id);
|
||||
if edge_n.dot(infinity_dir).is_zero(){
|
||||
let distance_squared=diff.dot(diff);
|
||||
if distance_squared<*best_distance_squared{
|
||||
best_transition=Transition::Vert(test_vert_id);
|
||||
*best_distance_squared=distance_squared;
|
||||
}
|
||||
}
|
||||
}
|
||||
best_transition
|
||||
}
|
||||
fn final_ev(&self,vert_id:MinkowskiVert,best_distance_squared:&mut Fixed<2,64>,infinity_dir:Planar64Vec3,point:Planar64Vec3)->EV{
|
||||
let mut best_transition=EV::Vert(vert_id);
|
||||
let diff=point-self.vert(vert_id);
|
||||
for &directed_edge_id in self.vert_edges(vert_id).as_ref(){
|
||||
let edge_n=self.directed_edge_n(directed_edge_id);
|
||||
//is boundary uncrossable by a crawl from infinity
|
||||
//check if time of collision is outside Time::MIN..Time::MAX
|
||||
if edge_n.dot(infinity_dir).is_zero(){
|
||||
let d=edge_n.dot(diff);
|
||||
//test the edge
|
||||
let edge_nn=edge_n.dot(edge_n);
|
||||
if !d.is_negative()&&d<=edge_nn{
|
||||
let distance_squared={
|
||||
let c=diff.cross(edge_n);
|
||||
//wrap for speed
|
||||
(c.dot(c)/edge_nn).divide().wrap_2()
|
||||
};
|
||||
if distance_squared<=*best_distance_squared{
|
||||
best_transition=EV::Edge(directed_edge_id.as_undirected());
|
||||
*best_distance_squared=distance_squared;
|
||||
}
|
||||
}
|
||||
}
|
||||
}
|
||||
best_transition
|
||||
}
|
||||
fn crawl_boundaries(&self,mut vert_id:MinkowskiVert,infinity_dir:Planar64Vec3,point:Planar64Vec3)->EV{
|
||||
let mut best_distance_squared={
|
||||
let diff=point-self.vert(vert_id);
|
||||
diff.dot(diff)
|
||||
};
|
||||
loop{
|
||||
match self.next_transition_vert(vert_id,&mut best_distance_squared,infinity_dir,point){
|
||||
Transition::Done=>return self.final_ev(vert_id,&mut best_distance_squared,infinity_dir,point),
|
||||
Transition::Vert(new_vert_id)=>vert_id=new_vert_id,
|
||||
}
|
||||
}
|
||||
}
|
||||
/// This function drops a vertex down to an edge or a face if the path from infinity did not cross any vertex-edge boundaries but the point is supposed to have already crossed a boundary down from a vertex
|
||||
fn infinity_fev(&self,infinity_dir:Planar64Vec3,point:Planar64Vec3)->FEV::<MinkowskiMesh<'_>>{
|
||||
//start on any vertex
|
||||
//cross uncrossable vertex-edge boundaries until you find the closest vertex or edge
|
||||
//cross edge-face boundary if it's uncrossable
|
||||
match self.crawl_boundaries(self.farthest_vert(infinity_dir),infinity_dir,point){
|
||||
//if a vert is returned, it is the closest point to the infinity point
|
||||
EV::Vert(vert_id)=>FEV::Vert(vert_id),
|
||||
EV::Edge(edge_id)=>{
|
||||
//cross to face if the boundary is not crossable and we are on the wrong side
|
||||
let edge_n=self.edge_n(edge_id);
|
||||
// point is multiplied by two because vert_sum sums two vertices.
|
||||
let delta_pos=point*2-{
|
||||
let &[v0,v1]=self.edge_verts(edge_id).as_ref();
|
||||
self.vert(v0)+self.vert(v1)
|
||||
};
|
||||
for (i,&face_id) in self.edge_faces(edge_id).as_ref().iter().enumerate(){
|
||||
let face_n=self.face_nd(face_id).0;
|
||||
//edge-face boundary nd, n facing out of the face towards the edge
|
||||
let boundary_n=face_n.cross(edge_n)*(i as i64*2-1);
|
||||
let boundary_d=boundary_n.dot(delta_pos);
|
||||
//check if time of collision is outside Time::MIN..Time::MAX
|
||||
//infinity_dir can always be treated as a velocity
|
||||
if !boundary_d.is_positive()&&boundary_n.dot(infinity_dir).is_zero(){
|
||||
//both faces cannot pass this condition, return early if one does.
|
||||
return FEV::Face(face_id);
|
||||
}
|
||||
}
|
||||
FEV::Edge(edge_id)
|
||||
},
|
||||
}
|
||||
}
|
||||
// TODO: fundamentally improve this algorithm.
|
||||
// All it needs to do is find the closest point on the mesh
|
||||
// and return the FEV which the point resides on.
|
||||
//
|
||||
// What it actually does is use the above functions to trace a ray in from infinity,
|
||||
// crawling the closest point along the mesh surface until the ray reaches
|
||||
// the starting point to discover the final FEV.
|
||||
//
|
||||
// The actual collision prediction probably does a single test
|
||||
// and then immediately returns with 0 FEV transitions on average,
|
||||
// because of the strict time_limit constraint.
|
||||
//
|
||||
// Most of the calculation time is just calculating the starting point
|
||||
// for the "actual" crawling algorithm below (predict_collision_{in|out}).
|
||||
fn closest_fev_not_inside(&self,mut infinity_body:Body,start_time:Bound<&Time>)->Option<FEV<MinkowskiMesh<'_>>>{
|
||||
infinity_body.infinity_dir().and_then(|dir|{
|
||||
let infinity_fev=self.infinity_fev(-dir,infinity_body.position);
|
||||
//a line is simpler to solve than a parabola
|
||||
infinity_body.velocity=dir;
|
||||
infinity_body.acceleration=vec3::zero();
|
||||
//crawl in from negative infinity along a tangent line to get the closest fev
|
||||
infinity_fev.crawl(self,&infinity_body,Bound::Unbounded,start_time).miss()
|
||||
})
|
||||
}
|
||||
pub fn predict_collision_in(&self,relative_body:&Body,range:impl RangeBounds<Time>)->Option<(MinkowskiFace,GigaTime)>{
|
||||
self.closest_fev_not_inside(*relative_body,range.start_bound()).and_then(|fev|{
|
||||
//continue forwards along the body parabola
|
||||
fev.crawl(self,relative_body,range.start_bound(),range.end_bound()).hit()
|
||||
})
|
||||
let fev=crate::minimum_difference::closest_fev_not_inside(self,relative_body.position)?;
|
||||
//continue forwards along the body parabola
|
||||
fev.crawl(self,relative_body,range.start_bound(),range.end_bound()).hit()
|
||||
}
|
||||
pub fn predict_collision_out(&self,relative_body:&Body,range:impl RangeBounds<Time>)->Option<(MinkowskiFace,GigaTime)>{
|
||||
let fev=crate::minimum_difference::closest_fev_not_inside(self,relative_body.position)?;
|
||||
let (lower_bound,upper_bound)=(range.start_bound(),range.end_bound());
|
||||
// swap and negate bounds to do a time inversion
|
||||
let (lower_bound,upper_bound)=(upper_bound.map(|&t|-t),lower_bound.map(|&t|-t));
|
||||
let infinity_body=-relative_body;
|
||||
self.closest_fev_not_inside(infinity_body,lower_bound.as_ref()).and_then(|fev|{
|
||||
//continue backwards along the body parabola
|
||||
fev.crawl(self,&infinity_body,lower_bound.as_ref(),upper_bound.as_ref()).hit()
|
||||
//no need to test -time<time_limit because of the first step
|
||||
.map(|(face,time)|(face,-time))
|
||||
})
|
||||
//continue backwards along the body parabola
|
||||
fev.crawl(self,&infinity_body,lower_bound.as_ref(),upper_bound.as_ref()).hit()
|
||||
//no need to test -time<time_limit because of the first step
|
||||
.map(|(face,time)|(face,-time))
|
||||
}
|
||||
pub fn predict_collision_face_out(&self,relative_body:&Body,range:impl RangeBounds<Time>,contact_face_id:MinkowskiFace)->Option<(MinkowskiDirectedEdge,GigaTime)>{
|
||||
// TODO: make better
|
||||
@@ -811,10 +711,7 @@ impl MinkowskiMesh<'_>{
|
||||
best_edge
|
||||
}
|
||||
pub fn contains_point(&self,point:Planar64Vec3)->bool{
|
||||
let contains_point_lua=crate::minimum_difference_lua::contains_point(self,point).unwrap();
|
||||
let contains_point=crate::minimum_difference::contains_point(self,point);
|
||||
println!("contains_point={contains_point} contains_point_lua={contains_point_lua}");
|
||||
contains_point
|
||||
crate::minimum_difference::contains_point(self,point)
|
||||
}
|
||||
}
|
||||
impl MeshQuery for MinkowskiMesh<'_>{
|
||||
@@ -856,6 +753,9 @@ impl MeshQuery for MinkowskiMesh<'_>{
|
||||
fn hint_point(&self)->Planar64Vec3{
|
||||
self.mesh0.transform.vertex.translation-self.mesh1.transform.vertex.translation
|
||||
}
|
||||
fn farthest_vert(&self,dir:Planar64Vec3)->MinkowskiVert{
|
||||
MinkowskiVert::VertVert(self.mesh0.farthest_vert(dir),self.mesh1.farthest_vert(-dir))
|
||||
}
|
||||
fn face_edges(&self,face_id:MinkowskiFace)->impl AsRef<[MinkowskiDirectedEdge]>{
|
||||
match face_id{
|
||||
MinkowskiFace::VertFace(v0,f1)=>{
|
||||
|
||||
@@ -729,7 +729,7 @@ struct IntersectModel{
|
||||
transform:PhysicsMeshTransform,
|
||||
}
|
||||
|
||||
#[derive(Debug,Clone,Copy,Eq,Hash,PartialEq)]
|
||||
#[derive(Debug,Clone,Copy,Hash)]
|
||||
pub struct ContactCollision{
|
||||
convex_mesh_id:ConvexMeshId<ContactModelId>,
|
||||
face_id:model_physics::MinkowskiFace,
|
||||
@@ -738,7 +738,7 @@ pub struct ContactCollision{
|
||||
pub struct IntersectCollision{
|
||||
convex_mesh_id:ConvexMeshId<IntersectModelId>,
|
||||
}
|
||||
#[derive(Debug,Clone,Eq,Hash,PartialEq)]
|
||||
#[derive(Debug,Clone,Hash)]
|
||||
pub enum Collision{
|
||||
Contact(ContactCollision),
|
||||
Intersect(IntersectCollision),
|
||||
|
||||
Reference in New Issue
Block a user