playcanvas
Version:
PlayCanvas WebGL game engine
40 lines (38 loc) • 1.35 kB
JavaScript
var gsplatSogsDataVS = `
uniform highp usampler2D packedTexture;
uniform vec3 means_mins;
uniform vec3 means_maxs;
uniform float scales_mins;
uniform float scales_maxs;
uvec4 packedSample;
vec3 readCenter(SplatSource source) {
packedSample = texelFetch(packedTexture, source.uv, 0);
vec3 l = unpack8888(packedSample.x).xyz;
vec3 u = unpack8888(packedSample.y).xyz;
vec3 n = (l + u * 256.0) / 257.0;
vec3 v = mix(means_mins, means_maxs, n);
return sign(v) * (exp(abs(v)) - 1.0);
}
const float norm = sqrt(2.0);
void readCovariance(in SplatSource source, out vec3 covA, out vec3 covB) {
vec3 qdata = unpack8888(packedSample.z).xyz;
vec3 sdata = unpack101010(packedSample.w >> 2u);
uint qmode = packedSample.w & 0x3u;
vec3 abc = (qdata - 0.5) * norm;
float d = sqrt(max(0.0, 1.0 - dot(abc, abc)));
vec4 quat = (qmode == 0u) ? vec4(d, abc) :
((qmode == 1u) ? vec4(abc.x, d, abc.yz) :
((qmode == 2u) ? vec4(abc.xy, d, abc.z) : vec4(abc, d)));
mat3 rot = quatToMat3(quat);
vec3 scale = exp(mix(vec3(scales_mins), vec3(scales_maxs), sdata));
mat3 M = transpose(mat3(
scale.x * rot[0],
scale.y * rot[1],
scale.z * rot[2]
));
covA = vec3(dot(M[0], M[0]), dot(M[0], M[1]), dot(M[0], M[2]));
covB = vec3(dot(M[1], M[1]), dot(M[1], M[2]), dot(M[2], M[2]));
}
`;
export { gsplatSogsDataVS as default };