本文整理汇总了C++中vec::Dot方法的典型用法代码示例。如果您正苦于以下问题：C++ vec::Dot方法的具体用法？C++ vec::Dot怎么用？C++ vec::Dot使用的例子？那么恭喜您, 这里精选的方法代码示例或许可以为您提供帮助。您也可以进一步了解该方法所在类vec的用法示例。
在下文中一共展示了vec::Dot方法的5个代码示例，这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞，您的评价将有助于系统推荐出更棒的C++代码示例。
示例1: ClosestPointLineLine
MATH_BEGIN_NAMESPACE
/// Computes the closest point pair on two lines.
/** The first line is specified by two points start0 and end0. The second line is specified by
two points start1 and end1.
The implementation of this function follows http://paulbourke.net/geometry/lineline3d/ .
@param v0 The starting point of the first line.
@param v10 The direction vector of the first line. This can be unnormalized.
@param v2 The starting point of the second line.
@param v32 The direction vector of the second line. This can be unnormalized.
@param d [out] Receives the normalized distance of the closest point along the first line.
@param d2 [out] Receives the normalized distance of the closest point along the second line.
@return Returns the closest point on line start0<->end0 to the second line.
@note This is a low-level utility function. You probably want to use ClosestPoint() or Distance() instead.
@see ClosestPoint(), Distance(). */
void Line::ClosestPointLineLine(const vec &v0, const vec &v10, const vec &v2, const vec &v32, float &d, float &d2)
{
assume(!v10.IsZero());
assume(!v32.IsZero());
vec v02 = v0 - v2;
float d0232 = v02.Dot(v32);
float d3210 = v32.Dot(v10);
float d3232 = v32.Dot(v32);
assume(d3232 != 0.f); // Don't call with a zero direction vector.
float d0210 = v02.Dot(v10);
float d1010 = v10.Dot(v10);
float denom = d1010*d3232 - d3210*d3210;
if (denom != 0.f)
d = (d0232*d3210 - d0210*d3232) / denom;
else
d = 0.f;
d2 = (d0232 + d * d3210) / d3232;
}示例2: Mirror
vec Plane::Mirror(const vec &point) const
{
#ifdef MATH_ASSERT_CORRECTNESS
float signedDistance = SignedDistance(point);
#endif
assume2(normal.IsNormalized(), normal.SerializeToCodeString(), normal.Length());
vec reflected = point - 2.f * (point.Dot(normal) - d) * normal;
mathassert(EqualAbs(signedDistance, -SignedDistance(reflected), 1e-2f));
mathassert(reflected.Equals(MirrorMatrix().MulPos(point)));
return reflected;
}示例3: Set
void Plane::Set(const vec &point, const vec &normal_)
{
normal = normal_;
assume2(normal.IsNormalized(), normal.SerializeToCodeString(), normal.Length());
d = point.Dot(normal);
#ifdef MATH_ASSERT_CORRECTNESS
assert1(EqualAbs(SignedDistance(point), 0.f, 0.01f), SignedDistance(point));
assert1(EqualAbs(SignedDistance(point + normal_), 1.f, 0.01f), SignedDistance(point + normal_));
#endif
}示例4: ProjectToAxis
void AABB::ProjectToAxis(const vec &axis, float &dMin, float &dMax) const
{
vec c = CenterPoint();
vec e = HalfDiagonal();
// Compute the projection interval radius of the AABB onto L(t) = aabb.center + t * plane.normal;
float r = e[0]*Abs(axis[0]) + e[1]*Abs(axis[1]) + e[2]*Abs(axis[2]);
// Compute the distance of the box center from plane.
float s = axis.Dot(c);
dMin = s - r;
dMax = s + r;
if (dMin > dMax)
Swap(dMin, dMax);
}示例5: ProjectToAxis
void AABB::ProjectToAxis(const vec &axis, float &dMin, float &dMax) const
{
vec c = (minPoint + maxPoint) * 0.5f;
vec e = maxPoint - c;
#if defined(MATH_AUTOMATIC_SSE) && defined(MATH_SIMD)
vec absAxis = axis.Abs();
float r = Abs(e.Dot(absAxis));
#else
// Compute the projection interval radius of the AABB onto L(t) = aabb.center + t * plane.normal;
float r = Abs(e[0]*Abs(axis[0]) + e[1]*Abs(axis[1]) + e[2]*Abs(axis[2]));
#endif
// Compute the distance of the box center from plane.
float s = axis.Dot(c);
dMin = s - r;
dMax = s + r;
}