https://mooseframework.inl.gov
Classes | Public Member Functions | Public Attributes | List of all members
PointIndexedMap Struct Reference

An unordered map indexed by Point, eg 3 floating point numbers Because floating point rounding errors can affect the hashing, eg the binning of values, we may need to look near a Point/key for where the initial value was stored. More...

#include <PointIndexedMap.h>

Classes

struct  hash_point
 

Public Member Functions

 PointIndexedMap (const Point &mesh_max_coords)
 
Point getRoundedPoint (const Point &p) const
 Normalize, expand then round a point to create local bins. More...
 
Numberoperator[] (Point p)
 
unsigned int hasKey (Point p)
 
std::unordered_map< Point, Number, hash_point >::const_iterator find (const Point &pt) const
 
bool attempt_find (const Point &p, Real dx, Real dy, Real dz, std::unordered_map< Point, Number, hash_point >::const_iterator &out) const
 
std::unordered_map< Point, Number, hash_point >::const_iterator end () const
 

Public Attributes

std::unordered_map< Point, Number, hash_pointbase_map
 The container indexed by points. More...
 
Point normalization
 Normalization factors used to scale points before insertions/comparisons. More...
 

Detailed Description

An unordered map indexed by Point, eg 3 floating point numbers Because floating point rounding errors can affect the hashing, eg the binning of values, we may need to look near a Point/key for where the initial value was stored.

Definition at line 19 of file PointIndexedMap.h.

Constructor & Destructor Documentation

◆ PointIndexedMap()

PointIndexedMap::PointIndexedMap ( const Point &  mesh_max_coords)
inline

Definition at line 21 of file PointIndexedMap.h.

22  {
23  for (auto i : make_range(LIBMESH_DIM))
24  normalization(i) =
25  MooseUtils::absoluteFuzzyEqual(mesh_max_coords(i), 0) ? 1 : mesh_max_coords(i);
26  }
bool absoluteFuzzyEqual(const T &var1, const T2 &var2, const T3 &tol=libMesh::TOLERANCE *libMesh::TOLERANCE)
Function to check whether two variables are equal within an absolute tolerance.
Definition: MooseUtils.h:380
Point normalization
Normalization factors used to scale points before insertions/comparisons.
IntRange< T > make_range(T beg, T end)

Member Function Documentation

◆ attempt_find()

bool PointIndexedMap::attempt_find ( const Point &  p,
Real  dx,
Real  dy,
Real  dz,
std::unordered_map< Point, Number, hash_point >::const_iterator &  out 
) const
inline

Definition at line 117 of file PointIndexedMap.h.

Referenced by find().

122  {
123  // Some epsilon to move the point by.
124  // There is no multiplicative epsilon that will reliably change the last decimal
125  const auto eps = 1e-13;
126  const auto shifted_rp = getRoundedPoint(p + Point(dx * eps * normalization(0),
127  dy * eps * normalization(1),
128  dz * eps * normalization(2)));
129  out = base_map.find(shifted_rp);
130  if (out != base_map.end())
131  return true;
132  return false;
133  }
int eps(unsigned int i, unsigned int j)
2D version
std::unordered_map< Point, Number, hash_point > base_map
The container indexed by points.
Point normalization
Normalization factors used to scale points before insertions/comparisons.
Point getRoundedPoint(const Point &p) const
Normalize, expand then round a point to create local bins.
OStreamProxy out

◆ end()

std::unordered_map<Point, Number, hash_point>::const_iterator PointIndexedMap::end ( ) const
inline

Definition at line 135 of file PointIndexedMap.h.

Referenced by GeneralFieldTransfer::CachedData< Output >::eval_at_node(), GeneralFieldTransfer::CachedData< Output >::eval_at_point(), hasKey(), and operator[]().

136  {
137  return base_map.end();
138  }
std::unordered_map< Point, Number, hash_point > base_map
The container indexed by points.

◆ find()

std::unordered_map<Point, Number, hash_point>::const_iterator PointIndexedMap::find ( const Point &  pt) const
inline

Definition at line 89 of file PointIndexedMap.h.

Referenced by GeneralFieldTransfer::CachedData< Output >::eval_at_node(), GeneralFieldTransfer::CachedData< Output >::eval_at_point(), hasKey(), and operator[]().

90  {
91  const auto rp = getRoundedPoint(pt);
92 
93  auto it = base_map.find(rp);
94  if (it != base_map.end())
95  return it;
96  else
97  {
98  // Search the point with coordinates rounded down to origin
99  auto rounded = base_map.find(rp);
100  if (rounded != base_map.end())
101  return rounded;
102 
103  // To store the output of tentative searches
104  std::unordered_map<Point, Number, hash_point>::const_iterator out;
105 
106  // Search in all directions around
107  for (int i : make_range(2))
108  for (int j : make_range(2))
109  for (int k : make_range(2))
110  if (attempt_find(pt, 2 * i - 1, 2 * j - 1, 2 * k - 1, out))
111  return out;
112 
113  return base_map.end();
114  }
115  }
std::unordered_map< Point, Number, hash_point > base_map
The container indexed by points.
Point getRoundedPoint(const Point &p) const
Normalize, expand then round a point to create local bins.
OStreamProxy out
IntRange< T > make_range(T beg, T end)
bool attempt_find(const Point &p, Real dx, Real dy, Real dz, std::unordered_map< Point, Number, hash_point >::const_iterator &out) const

◆ getRoundedPoint()

Point PointIndexedMap::getRoundedPoint ( const Point &  p) const
inline

Normalize, expand then round a point to create local bins.

  • normalize the point by dividing by the meshes max (non-zero) absolute coordinates
  • multiply the result by 1e12 and round, which keeps a fixed number of digits

Definition at line 33 of file PointIndexedMap.h.

Referenced by attempt_find(), find(), and operator[]().

34  {
35  // We cant support coordinates too far from the normalization point
36  mooseAssert(p(0) / normalization(0) < 1 && p(1) / normalization(1) < 1 &&
37  p(2) / normalization(2) < 1,
38  "Point coordinates for indexing must be normalized below 1. "
39  "Point: "
40  << p << " normalization: " << normalization);
41 
42  std::vector<Real> rounded_p{round(p(0) / normalization(0) * pow(10, 12)),
43  round(p(1) / normalization(1) * pow(10, 12)),
44  round(p(2) / normalization(2) * pow(10, 12))};
45  return Point(rounded_p[0], rounded_p[1], rounded_p[2]);
46  }
T pow(const T &x)
T round(T x)
Definition: MathUtils.h:77
Point normalization
Normalization factors used to scale points before insertions/comparisons.

◆ hasKey()

unsigned int PointIndexedMap::hasKey ( Point  p)
inline

Definition at line 80 of file PointIndexedMap.h.

Referenced by MultiAppGeneralFieldTransfer::cacheIncomingInterpVals().

81  {
82  auto it = find(p);
83  if (it != end())
84  return true;
85  else
86  return false;
87  }
std::unordered_map< Point, Number, hash_point >::const_iterator end() const
std::unordered_map< Point, Number, hash_point >::const_iterator find(const Point &pt) const

◆ operator[]()

Number& PointIndexedMap::operator[] ( Point  p)
inline

Definition at line 68 of file PointIndexedMap.h.

69  {
70  auto it = find(p);
71  if (it != end())
72  return const_cast<Number &>(it->second);
73  else
74  {
75  const auto rp = getRoundedPoint(p);
76  return base_map[rp];
77  }
78  }
std::unordered_map< Point, Number, hash_point > base_map
The container indexed by points.
std::unordered_map< Point, Number, hash_point >::const_iterator end() const
std::unordered_map< Point, Number, hash_point >::const_iterator find(const Point &pt) const
Point getRoundedPoint(const Point &p) const
Normalize, expand then round a point to create local bins.
Real Number

Member Data Documentation

◆ base_map

std::unordered_map<Point, Number, hash_point> PointIndexedMap::base_map

The container indexed by points.

Definition at line 63 of file PointIndexedMap.h.

Referenced by attempt_find(), end(), find(), and operator[]().

◆ normalization

Point PointIndexedMap::normalization

Normalization factors used to scale points before insertions/comparisons.

Definition at line 66 of file PointIndexedMap.h.

Referenced by attempt_find(), getRoundedPoint(), and PointIndexedMap().


The documentation for this struct was generated from the following file: