TEST(Vector, shouldNormalize) {
Vector v(2, 2, 2);
VECTOR_EQUAL( 0.577350,0.577350,0.577350, v.normalize() );
VECTOR_EQUAL( 0.577350,0.577350,0.577350, v );
}
TEST(Vector, shouldProvideSubtractionOperator) {
Vector v1(1,2,3);
Vector v2(1,1,1);
VECTOR_EQUAL( 0, 1, 2, (v1 - v2) );
Vector v3 = v2 -= v1;
VECTOR_EQUAL( 0, -1, -2, v2 );
VECTOR_EQUAL( 0, -1, -2, v3 );
}
TEST(Vector, shouldProvideMultiplyByScalar) {
Vector v(1, 2, 3);
VECTOR_EQUAL( 3, 6, 9, (v * 3) );
Vector actual = (v *= 2);
VECTOR_EQUAL( 2, 4, 6, actual );
VECTOR_EQUAL( 2, 4, 6, v );
}
TEST(Vector, shouldProvideAddOperators) {
Vector v1(1,-3,0);
Vector v2(4, 4, 2);
VECTOR_EQUAL( 5, 1, 2, (v1+v2));
Vector v3 = v1 += v2;
VECTOR_EQUAL( 5, 1, 2, v1);
VECTOR_EQUAL( 5, 1, 2, v3);
}
TEST(RTPolySet, boundingBoxShouldBeUnionOfTriangles) {
RTPolySet ps;
RTTriangle t1(Vector(0,0,0), Vector(1,0,0), Vector(1,0,1));
ps.addTriangle(t1);
RTTriangle t2(Vector(5,5,5), Vector(6,6,5), Vector(6,6,6));
ps.addTriangle(t2);
BoundingBox box = ps.getBoundingBox();
VECTOR_EQUAL(0,0,0, box.getOrigin());
VECTOR_EQUAL(6,6,6, box.getDelta());
}
inline TYPE VECTOR_CMOV( TYPE a, TYPE b, TYPE c, TYPE d){
TYPE z = VECTOR_EQUAL ( a, b );
// return _mm_blendv_epi8( d, c, z );
TYPE g = VECTOR_AND ( c, z );
TYPE h = VECTOR_ANDNOT( z, d );
return VECTOR_OR ( g, h );
}
TEST(Vector, shouldProvideUnaryMinus) {
Vector v(1,-3,0);
VECTOR_EQUAL( -1, 3, 0, (-v));
}
TEST(Vector, shouldProvideTreeValueConstructor) {
Vector v(5, 6, 1);
VECTOR_EQUAL( 5, 6, 1, v );
}
TEST(Vector, shouldProvideCrossProduct) {
Vector v1(5, 4, 2);
Vector v2(1, 3, 4);
VECTOR_EQUAL(10, -18, 11, v1.cross(v2) );
}
TEST(Vector, shouldHaveTreeComponentArrayConstructor) {
float values[] { 1,2,3 };
Vector v(values);
VECTOR_EQUAL( 1, 2, 3, v);
}
TEST(Vector, shouldRotateAndHomogenize) {
Vector v( 0, 1, 0 );
v.rotate( X, M_PI );
VECTOR_EQUAL( 0, -1, 0, v );
}
TEST(Matrix, normalizeShouldHandleNullLength) {
Matrix m1(0,0,0);
m1.normalize();
VECTOR_EQUAL(0,0,0, m1);
}
TEST(Matrix, shouldProvideHadamardProduct) {
Matrix m1(1, 2, 3);
Matrix r = m1.hadamardProduct(m1);
VECTOR_EQUAL(1, 4, 9, r);
}
TEST(Matrix, shouldProvideUnaryMinus) {
Matrix m(1,0,-3);
Matrix actual = -m;
VECTOR_EQUAL(-1, 0, 3, actual);
}
TEST(Matrix, shouldBeMultipliableWithVector) {
Matrix m(4,4);
float vals[] = {
1,1,1,1,
2,2,2,2,
3,3,3,3,
4,4,4,4
};
m.setAll(vals);
Vector v( 1, 2, 3 );
Vector r = m * v;
float l = 4+8+12;
VECTOR_EQUAL( (1+2+3)/l, (2+4+6)/l, (3+6+9)/l, r );
}
TEST(Vector, shouldSupportUnaryMinus) {
Vector v(1, 2, 3);
VECTOR_EQUAL( - 1, -2, -3, -v);
}
