OPAL (Object Oriented Parallel Accelerator Library)  2.2.0
OPAL
PolynomialPatch.cpp
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1 /*
2  * Copyright (c) 2015, Chris Rogers
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27 
29 
32 
33 namespace interpolation {
35  Mesh* validity_region,
36  std::vector<SquarePolynomialVector*> polynomials) {
37  grid_points_ = grid_points;
38  validity_region_ = validity_region;
39  points_ = polynomials;
40  // validate input data
41  if (grid_points_ == NULL)
43  "PolynomialPatch::PolynomialPatch",
44  "PolynomialPatch grid_points_ was NULL");
45  if (validity_region_ == NULL)
47  "PolynomialPatch::PolynomialPatch",
48  "PolynomialPatch validity_region_ was NULL");
49  if (points_.size() == 0) {
51  "PolynomialPatch::PolynomialPatch",
52  "Could not make PolynomialPatch with 0 length polynomials vector");
53  }
55  if (int(points_.size()) != end.toInteger()) {
57  "PolynomialPatch::PolynomialPatch",
58  "Could not make PolynomialPatch with bad length polynomials vector"
59  );
60  }
64  "PolynomialPatch::PolynomialPatch",
65  "PolynomialPatch validity_region_ has bad dimension");
66  }
67  value_dimension_ = points_[0]->ValueDimension();
68  for (size_t i = 0; i < points_.size(); ++i) {
69  if (points_[i] == NULL)
71  "PolynomialPatch::PolynomialPatch",
72  "PolynomialPatch points_ element was NULL");
73  if (points_[i]->PointDimension() != point_dimension_) {
75  "PolynomialPatch::PolynomialPatch",
76  "Polynomial with mismatched PointDimension in PolynomialPatch");
77  }
78  if (points_[i]->ValueDimension() != value_dimension_)
80  "PolynomialPatch::PolynomialPatch",
81  "Polynomial with mismatched ValueDimension in PolynomialPatch");
82  }
83 }
84 
86  Mesh* new_mesh = NULL;
87  if (grid_points_ != NULL) {
88  new_mesh = grid_points_->clone();
89  }
90  Mesh* new_validity = NULL;
91  if (validity_region_ != NULL) {
92  new_validity = validity_region_->clone();
93  }
94  std::vector<SquarePolynomialVector*> new_points(points_.size());
95  for (size_t i = 0; i < points_.size(); ++i) {
96  if (points_[i] == NULL) {
97  new_points[i] = NULL;
98  } else {
99  new_points[i] = new SquarePolynomialVector(*points_[i]);
100  }
101  }
102  return new PolynomialPatch(new_mesh, new_validity, new_points);
103 }
104 
106  : validity_region_(NULL), grid_points_(NULL), points_(), point_dimension_(0),
107  value_dimension_(0) {
108 }
109 
111  delete grid_points_;
112  delete validity_region_;
113  for (size_t i = 0; i < points_.size(); ++i)
114  delete points_[i];
115 }
116 
117 void PolynomialPatch::function(const double* point, double* value) const {
118  Mesh::Iterator nearest = grid_points_->getNearest(point);
119  std::vector<double> point_temp(point_dimension_);
120  std::vector<double> nearest_pos = nearest.getPosition();
121  for (size_t i = 0; i < point_dimension_; ++i)
122  point_temp[i] = point[i] - nearest_pos[i];
123  int points_index = nearest.toInteger();
124  points_[points_index]->F(&point_temp[0], value);
125 }
126 
128  Mesh::Iterator nearest = grid_points_->getNearest(point);
129  int points_index = nearest.toInteger();
130  return points_[points_index];
131 }
132 }
133 
virtual Mesh * clone()=0
virtual Mesh::Iterator getNearest(const double *position) const =0
virtual Mesh::Iterator end() const =0
SquarePolynomialVector * getPolynomialVector(const double *point) const
std::vector< SquarePolynomialVector * > points_
SquarePolynomialVector describes a vector of multivariate polynomials.
Base class for meshing routines.
Definition: Mesh.h:49
virtual void getPosition(double *point) const
virtual void function(const double *point, double *value) const
virtual int getPositionDimension() const =0