public MeshVertex(CoordinateF location, IEnumerable<BoneWeighting> boneWeightings, float textureU, float textureV)
{
Location = location;
BoneWeightings = boneWeightings;
TextureU = textureU;
TextureV = textureV;
}
public MeshVertex(CoordinateF location,Bone bone, float textureU, float textureV)
{
Location = location;
BoneWeightings = new List<BoneWeighting> {new BoneWeighting(bone, 1)};
TextureU = textureU;
TextureV = textureV;
}
public MatrixF Translate(CoordinateF translation)
{
return(new MatrixF(Values[0], Values[1], Values[2], Values[3],
Values[4], Values[5], Values[6], Values[7],
Values[8], Values[9], Values[10], Values[11],
Values[12] + translation.X, Values[13] + translation.Y, Values[14] + translation.Z, Values[15]));
}
public CoordinateF Rotate(CoordinateF coord)
{
// http://content.gpwiki.org/index.php/OpenGL:Tutorials:Using_Quaternions_to_represent_rotation
var q = new QuaternionF(coord.Normalise(), 0);
var temp = q * Conjugate();
return((this * temp).Vector);
}
public bool EquivalentTo(CoordinateF test, float delta = 0.0001f)
{
var xd = Math.Abs(X - test.X);
var yd = Math.Abs(Y - test.Y);
var zd = Math.Abs(Z - test.Z);
return((xd < delta) && (yd < delta) && (zd < delta));
}
public CoordinateF Cross(CoordinateF that)
{
var xv = (Y * that.Z) - (Z * that.Y);
var yv = (Z * that.X) - (X * that.Z);
var zv = (X * that.Y) - (Y * that.X);
return(new CoordinateF(xv, yv, zv));
}
public static MatrixF Translation(CoordinateF translation)
{
var m = Identity;
m.Values[12] = translation.X;
m.Values[13] = translation.Y;
m.Values[14] = translation.Z;
return(m);
}
public static MatrixF Scale(CoordinateF scale)
{
var m = Identity;
m.Values[0] = scale.X;
m.Values[5] = scale.Y;
m.Values[10] = scale.Z;
return(m);
}
public bool Equals(CoordinateF other)
{
if (ReferenceEquals(null, other))
{
return(false);
}
if (ReferenceEquals(this, other))
{
return(true);
}
return(EquivalentTo(other));
}
public static MatrixF Rotation(CoordinateF axis, float angle)
{
var cos = (float)Math.Cos(-angle);
var sin = (float)Math.Sin(-angle);
var t = 1f - cos;
axis = axis.Normalise();
return(new MatrixF(t * axis.X * axis.X + cos, t * axis.X * axis.Y - sin * axis.Z, t * axis.X * axis.Z + sin * axis.Y, 0,
t * axis.X * axis.Y + sin * axis.Z, t * axis.Y * axis.Y + cos, t * axis.Y * axis.Z - sin * axis.X, 0,
t * axis.X * axis.Z - sin * axis.Y, t * axis.Y * axis.Z + sin * axis.X, t * axis.Z * axis.Z + cos, 0,
0, 0, 0, 1));
}
public Bone(int boneIndex, int parentIndex, Bone parent, string name,
CoordinateF defaultPosition, CoordinateF defaultAngles,
CoordinateF defaultPositionScale, CoordinateF defaultAnglesScale)
{
BoneIndex = boneIndex;
ParentIndex = parentIndex;
Parent = parent;
Name = name;
DefaultPosition = defaultPosition;
DefaultAngles = defaultAngles;
DefaultPositionScale = defaultPositionScale;
DefaultAnglesScale = defaultAnglesScale;
Transform = QuaternionF.EulerAngles(DefaultAngles).GetMatrix().Translate(defaultPosition);
if (parent != null) Transform *= parent.Transform;
}
public static QuaternionF EulerAngles(CoordinateF angles)
{
// http://www.euclideanspace.com/maths/geometry/rotations/conversions/eulerToQuaternionF/index.htm
angles = angles / 2;
var sy = (float)Math.Sin(angles.Z);
var sp = (float)Math.Sin(angles.Y);
var sr = (float)Math.Sin(angles.X);
var cy = (float)Math.Cos(angles.Z);
var cp = (float)Math.Cos(angles.Y);
var cr = (float)Math.Cos(angles.X);
return(new QuaternionF(sr * cp * cy - cr * sp * sy,
cr * sp * cy + sr * cp * sy,
cr * cp * sy - sr * sp * cy,
cr * cp * cy + sr * sp * sy));
}
public CoordinateF ComponentDivide(CoordinateF c)
{
if (Math.Abs(c.X - 0) < 0.0001)
{
c.X = 1;
}
if (Math.Abs(c.Y - 0) < 0.0001)
{
c.Y = 1;
}
if (Math.Abs(c.Z - 0) < 0.0001)
{
c.Z = 1;
}
return(new CoordinateF(X / c.X, Y / c.Y, Z / c.Z));
}
public MatrixF Translate(CoordinateF translation)
{
return new MatrixF(Values[0], Values[1], Values[2], Values[3],
Values[4], Values[5], Values[6], Values[7],
Values[8], Values[9], Values[10], Values[11],
Values[12] + translation.X, Values[13] + translation.Y, Values[14] + translation.Z, Values[15]);
}
public void ReadData(BinaryReader br)
{
var delta = (Flags & StudioAnimDelta) > 0;
if ((Flags & StudioAnimRawrot) > 0)
{
// WTF is this messy format :|
// 48-bit Quaternion: 16-bit x, 16-bit y, 15-bit z, 1 bit to flag if w is negative
// Convert into real quaternion with the algorithm below (taken from compressed_vector.h)
int x = br.ReadUInt16();
int y = br.ReadUInt16();
var temp = br.ReadUInt16();
var z = temp & 0x7FFF; // Get the last 15 bits from the short
var isWneg = (temp & 0x8000) > 0; // The first bit is the boolean value
var w = (isWneg ? -1 : 1) * (float) Math.Sqrt(1 - x * x - y * y - z * z);
FixedQuaternion = new QuaternionF((x - Half) / Half, (y - Half) / Half, (z - Quarter) / Quarter, w);
}
if ((Flags & StudioAnimRawpos) > 0)
{
// What's this? A custom made, 16-bit floating point implementation? WHAT DID I DO TO DESERVE THIS???
var bytes = br.ReadBytes(6);
// Wait a minute.....
var x = OpenTK.Half.FromBytes(bytes, 0).ToSingle();
var y = OpenTK.Half.FromBytes(bytes, 2).ToSingle();
var z = OpenTK.Half.FromBytes(bytes, 4).ToSingle();
// Ha ha, screw you, custom floating-point implementation! Thanks, OpenTK!
FixedPosition = new CoordinateF(x, y, z);
}
if ((Flags & StudioAnimAnimrot) > 0)
{
// Why is this so painful :(
// Read the per-frame data using RLE, just like GoldSource models
var startPos = br.BaseStream.Position;
var offsets = br.ReadShortArray(3);
var endPos = br.BaseStream.Position;
var rotFrames = new List<float[]>();
for (var i = 0; i < NumFrames; i++) rotFrames.Add(new float[] {0, 0, 0});
for (var i = 0; i < 3; i++)
{
if (offsets[i] == 0) continue;
br.BaseStream.Position = startPos + offsets[i];
var values = ReadRLEEncodedAnimationFrameValues(br, NumFrames);
for (var f = 0; f < values.Count; f++)
{
rotFrames[f][i] =+ values[f];
if (f > 0 && delta) rotFrames[f][i] += values[f - 1];
}
}
FrameAngles.AddRange(rotFrames.Select(x => new CoordinateF(x[0], x[1], x[2])));
br.BaseStream.Position = endPos;
}
if ((Flags & StudioAnimAnimpos) > 0)
{
// Same as above, except for the position coordinate
var startPos = br.BaseStream.Position;
var offsets = br.ReadShortArray(3);
var endPos = br.BaseStream.Position;
var posFrames = new List<float[]>();
for (var i = 0; i < NumFrames; i++) posFrames.Add(new float[] { 0, 0, 0 });
for (var i = 0; i < 3; i++)
{
if (offsets[i] == 0) continue;
br.BaseStream.Position = startPos + offsets[i];
var values = ReadRLEEncodedAnimationFrameValues(br, NumFrames);
for (var f = 0; f < values.Count; f++)
{
posFrames[f][i] = +values[f];
if (f > 0 && delta) posFrames[f][i] += values[f - 1];
}
}
FramePositions.AddRange(posFrames.Select(x => new CoordinateF(x[0], x[1], x[2])));
br.BaseStream.Position = endPos;
}
}
public static void WriteCoordinateF(this BinaryWriter bw, CoordinateF c)
{
bw.Write(c.X);
bw.Write(c.Y);
bw.Write(c.Z);
}
public CoordinateF ComponentMultiply(CoordinateF c)
{
return new CoordinateF(X * c.X, Y * c.Y, Z * c.Z);
}
public static MatrixF Translation(CoordinateF translation)
{
var m = Identity;
m.Values[12] = translation.X;
m.Values[13] = translation.Y;
m.Values[14] = translation.Z;
return m;
}
public float Dot(CoordinateF c)
{
return((X * c.X) + (Y * c.Y) + (Z * c.Z));
}
public QuaternionF(float x, float y, float z, float w)
{
Vector = new CoordinateF(x, y, z);
Scalar = w;
}
public CoordinateF ComponentMultiply(CoordinateF c)
{
return(new CoordinateF(X * c.X, Y * c.Y, Z * c.Z));
}
public VVDPoint(float[] boneWeights, byte[] bones, int numBones,
CoordinateF position, CoordinateF normal,
float textureS, float textureT)
{
BoneWeights = boneWeights;
Bones = bones;
NumBones = numBones;
Position = position;
Normal = normal;
TextureS = textureS;
TextureT = textureT;
}
public static QuaternionF AxisAngle(CoordinateF axis, float angle)
{
return(Math.Abs(axis.VectorMagnitude()) < 0.0001
? Identity
: new QuaternionF(axis.Normalise() * (float)Math.Sin(angle / 2), (float)Math.Cos(angle / 2)).Normalise());
}
private static void ReadAnimationGoldsource(BinaryReader br, DataStructures.Models.Model model, int numframes)
{
var anim = new Animation();
// Add all the empty frames
for (var i = 0; i < numframes; i++) anim.Frames.Add(new AnimationFrame());
// Now we have a reader with the position at the start of the animation data
// First up is the list of offset indexes for the data, one for each bone in the model.
// Bones are already loaded up, so loop through those.
foreach (var bone in model.Bones)
{
var offsetPos = br.BaseStream.Position;
var offsets = br.ReadShortArray(6);
var restorePoint = br.BaseStream.Position;
var position = bone.DefaultPosition;
var angles = bone.DefaultAngles;
var boneFrames = new List<float[]>();
for (var i = 0; i < numframes; i++) boneFrames.Add(new float[] {0, 0, 0, 0, 0, 0});
for (var i = 0; i < 6; i++) // For each offset [X, Y, Z, XR, YR, ZR]
{
if (offsets[i] <= 0) continue;
br.BaseStream.Position = offsetPos + offsets[i];
var values = ReadRLEEncodedAnimationFrameValues(br, numframes);
for (var f = 0; f < numframes; f++)
{
boneFrames[f][i] += values[f];
}
}
for (var f = 0; f < numframes; f++)
{
var frame = boneFrames[f];
var fpos = new CoordinateF(frame[0], frame[1], frame[2]).ComponentMultiply(bone.DefaultPositionScale) + bone.DefaultPosition;
var fang = new CoordinateF(frame[3], frame[4], frame[5]).ComponentMultiply(bone.DefaultAnglesScale) + bone.DefaultAngles;
anim.Frames[f].Bones.Add(new BoneAnimationFrame(bone, fpos, QuaternionF.EulerAngles(fang)));
}
br.BaseStream.Position = restorePoint;
}
model.Animations.Add(anim);
}
public bool EquivalentTo(CoordinateF test, float delta = 0.0001f)
{
var xd = Math.Abs(X - test.X);
var yd = Math.Abs(Y - test.Y);
var zd = Math.Abs(Z - test.Z);
return (xd < delta) && (yd < delta) && (zd < delta);
}
public bool Equals(CoordinateF other)
{
if (ReferenceEquals(null, other)) return false;
if (ReferenceEquals(this, other)) return true;
return EquivalentTo(other);
}
public float Dot(CoordinateF c)
{
return ((X * c.X) + (Y * c.Y) + (Z * c.Z));
}
public CoordinateF Cross(CoordinateF that)
{
var xv = (Y * that.Z) - (Z * that.Y);
var yv = (Z * that.X) - (X * that.Z);
var zv = (X * that.Y) - (Y * that.X);
return new CoordinateF(xv, yv, zv);
}
public QuaternionF(CoordinateF vector, float scalar)
{
Vector = vector;
Scalar = scalar;
}
public BoneAnimationFrame(Bone bone, CoordinateF position, QuaternionF angles)
{
Bone = bone;
Position = position;
Angles = angles;
}
private static void GLCoordinate(Vertex v, CoordinateF normal, bool texture)
{
if (texture)
{
GL.TexCoord2(v.DTextureU, v.DTextureV);
}
GL.Normal3(normal.X, normal.Y, normal.Z);
GLCoordinate(v.Location);
}
public QuaternionF(CoordinateF vector, float scalar)
{
Vector = vector;
Scalar = scalar;
}
public static QuaternionF AxisAngle(CoordinateF axis, float angle)
{
return Math.Abs(axis.VectorMagnitude()) < 0.0001
? Identity
: new QuaternionF(axis.Normalise() * (float)Math.Sin(angle / 2), (float)Math.Cos(angle / 2)).Normalise();
}
public static QuaternionF EulerAngles(CoordinateF angles)
{
// http://www.euclideanspace.com/maths/geometry/rotations/conversions/eulerToQuaternionF/index.htm
angles = angles / 2;
var sy = (float) Math.Sin(angles.Z);
var sp = (float) Math.Sin(angles.Y);
var sr = (float) Math.Sin(angles.X);
var cy = (float) Math.Cos(angles.Z);
var cp = (float) Math.Cos(angles.Y);
var cr = (float) Math.Cos(angles.X);
return new QuaternionF(sr * cp * cy - cr * sp * sy,
cr * sp * cy + sr * cp * sy,
cr * cp * sy - sr * sp * cy,
cr * cp * cy + sr * sp * sy);
}
public static MatrixF Scale(CoordinateF scale)
{
var m = Identity;
m.Values[0] = scale.X;
m.Values[5] = scale.Y;
m.Values[10] = scale.Z;
return m;
}
public QuaternionF(float x, float y, float z, float w)
{
Vector = new CoordinateF(x, y, z);
Scalar = w;
}
public static MatrixF Rotation(CoordinateF axis, float angle)
{
var cos = (float) Math.Cos(-angle);
var sin = (float) Math.Sin(-angle);
var t = 1f - cos;
axis = axis.Normalise();
return new MatrixF(t * axis.X * axis.X + cos, t * axis.X * axis.Y - sin * axis.Z, t * axis.X * axis.Z + sin * axis.Y, 0,
t * axis.X * axis.Y + sin * axis.Z, t * axis.Y * axis.Y + cos, t * axis.Y * axis.Z - sin * axis.X, 0,
t * axis.X * axis.Z - sin * axis.Y, t * axis.Y * axis.Z + sin * axis.X, t * axis.Z * axis.Z + cos, 0,
0, 0, 0, 1);
}
public CoordinateF Rotate(CoordinateF coord)
{
// http://content.gpwiki.org/index.php/OpenGL:Tutorials:Using_Quaternions_to_represent_rotation
var q = new QuaternionF(coord.Normalise(), 0);
var temp = q * Conjugate();
return (this * temp).Vector;
}
public static CoordinateF[] ReadCoordinateFArray(this BinaryReader br, int num)
{
var arr = new CoordinateF[num];
for (var i = 0; i < num; i++) arr[i] = br.ReadCoordinateF();
return arr;
}
public CoordinateF ComponentDivide(CoordinateF c)
{
if (Math.Abs(c.X - 0) < 0.0001) c.X = 1;
if (Math.Abs(c.Y - 0) < 0.0001) c.Y = 1;
if (Math.Abs(c.Z - 0) < 0.0001) c.Z = 1;
return new CoordinateF(X / c.X, Y / c.Y, Z / c.Z);
}