morton-inl.h

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#ifndef FCL_MORTON_INL_H
#define FCL_MORTON_INL_H
 
#include "fcl/broadphase/detail/morton.h"
 
namespace fcl {
namespace detail {
 
//==============================================================================
extern template
uint32 quantize(double x, uint32 n);
 
//==============================================================================
extern template
struct morton_functor<double, uint32>;
 
//==============================================================================
extern template
struct morton_functor<double, uint64>;
 
//==============================================================================
template <typename S>
uint32 quantize(S x, uint32 n)
{
  return std::max(std::min((uint32)(x * (S)n), uint32(n-1)), uint32(0));
}
 
//==============================================================================
template<typename S>
morton_functor<S, uint32>::morton_functor(const AABB<S>& bbox)
  : base(bbox.min_),
    inv(1.0 / (bbox.max_[0] - bbox.min_[0]),
    1.0 / (bbox.max_[1] - bbox.min_[1]),
    1.0 / (bbox.max_[2] - bbox.min_[2]))
{
  // Do nothing
}
 
//==============================================================================
template<typename S>
uint32 morton_functor<S, uint32>::operator()(const Vector3<S>& point) const
{
  uint32 x = detail::quantize((point[0] - base[0]) * inv[0], 1024u);
  uint32 y = detail::quantize((point[1] - base[1]) * inv[1], 1024u);
  uint32 z = detail::quantize((point[2] - base[2]) * inv[2], 1024u);
 
  return detail::morton_code(x, y, z);
}
 
//==============================================================================
template<typename S>
morton_functor<S, uint64>::morton_functor(const AABB<S>& bbox)
  : base(bbox.min_),
    inv(1.0 / (bbox.max_[0] - bbox.min_[0]),
    1.0 / (bbox.max_[1] - bbox.min_[1]),
    1.0 / (bbox.max_[2] - bbox.min_[2]))
{
  // Do nothing
}
 
//==============================================================================
template<typename S>
uint64 morton_functor<S, uint64>::operator()(const Vector3<S>& point) const
{
  uint32 x = detail::quantize((point[0] - base[0]) * inv[0], 1u << 20);
  uint32 y = detail::quantize((point[1] - base[1]) * inv[1], 1u << 20);
  uint32 z = detail::quantize((point[2] - base[2]) * inv[2], 1u << 20);
 
  return detail::morton_code60(x, y, z);
}
 
//==============================================================================
template<typename S>
constexpr size_t morton_functor<S, uint64>::bits()
{
  return 60;
}
 
//==============================================================================
template<typename S>
constexpr size_t morton_functor<S, uint32>::bits()
{
  return 30;
}
 
//==============================================================================
template<typename S, size_t N>
morton_functor<S, std::bitset<N>>::morton_functor(const AABB<S>& bbox)
  : base(bbox.min_),
    inv(1.0 / (bbox.max_[0] - bbox.min_[0]),
        1.0 / (bbox.max_[1] - bbox.min_[1]),
        1.0 / (bbox.max_[2] - bbox.min_[2]))
{
  // Do nothing
}
 
//==============================================================================
template<typename S, size_t N>
std::bitset<N> morton_functor<S, std::bitset<N>>::operator()(
    const Vector3<S>& point) const
{
  S x = (point[0] - base[0]) * inv[0];
  S y = (point[1] - base[1]) * inv[1];
  S z = (point[2] - base[2]) * inv[2];
  int start_bit = bits() - 1;
  std::bitset<N> bset;
 
  x *= 2;
  y *= 2;
  z *= 2;
 
  for(size_t i = 0; i < bits()/3; ++i)
  {
    bset[start_bit--] = ((z < 1) ? 0 : 1);
    bset[start_bit--] = ((y < 1) ? 0 : 1);
    bset[start_bit--] = ((x < 1) ? 0 : 1);
    x = ((x >= 1) ? 2*(x-1) : 2*x);
    y = ((y >= 1) ? 2*(y-1) : 2*y);
    z = ((z >= 1) ? 2*(z-1) : 2*z);
  }
 
  return bset;
}
 
//==============================================================================
template<typename S, size_t N>
constexpr size_t morton_functor<S, std::bitset<N>>::bits()
{
  return N;
}
 
} // namespace detail
} // namespace fcl
 
#endif