tools/mesh_converter/MeshElement.cpp
Defines
Name | |
---|---|
MIN_VOLUME |
Detailed Description
Copyright: Copyright (c) 2018-2024 CERN and the Allpix Squared authors. This software is distributed under the terms of the MIT License, copied verbatim in the file “LICENSE.md”. In applying this license, CERN does not waive the privileges and immunities granted to it by virtue of its status as an Intergovernmental Organization or submit itself to any jurisdiction. SPDX-License-Identifier: MIT
Macros Documentation
define MIN_VOLUME
#define MIN_VOLUME 1e-12
Source code
#include "MeshElement.hpp"
#include <exception>
#include "core/utils/log.h"
#define MIN_VOLUME 1e-12
using namespace mesh_converter;
void MeshElement::calculate_volume() {
if(dimension_ == 3) {
Eigen::Matrix4d element_matrix;
element_matrix << 1, 1, 1, 1, vertices_[0].x, vertices_[1].x, vertices_[2].x, vertices_[3].x, vertices_[0].y,
vertices_[1].y, vertices_[2].y, vertices_[3].y, vertices_[0].z, vertices_[1].z, vertices_[2].z, vertices_[3].z;
volume_ = (element_matrix.determinant()) / 6;
}
if(dimension_ == 2) {
Eigen::Matrix3d element_matrix;
element_matrix << 1, 1, 1, vertices_[0].y, vertices_[1].y, vertices_[2].y, vertices_[0].z, vertices_[1].z,
vertices_[2].z;
volume_ = (element_matrix.determinant()) / 2;
}
}
double MeshElement::get_sub_volume(size_t index, Point& p) const {
double volume = 0;
if(dimension_ == 3) {
Eigen::Matrix4d element_matrix;
switch(index) {
case 0:
element_matrix << 1, 1, 1, 1, p.x, vertices_[1].x, vertices_[2].x, vertices_[3].x, p.y, vertices_[1].y,
vertices_[2].y, vertices_[3].y, p.z, vertices_[1].z, vertices_[2].z, vertices_[3].z;
break;
case 1:
element_matrix << 1, 1, 1, 1, vertices_[0].x, p.x, vertices_[2].x, vertices_[3].x, vertices_[0].y, p.y,
vertices_[2].y, vertices_[3].y, vertices_[0].z, p.z, vertices_[2].z, vertices_[3].z;
break;
case 2:
element_matrix << 1, 1, 1, 1, vertices_[0].x, vertices_[1].x, p.x, vertices_[3].x, vertices_[0].y,
vertices_[1].y, p.y, vertices_[3].y, vertices_[0].z, vertices_[1].z, p.z, vertices_[3].z;
break;
case 3:
element_matrix << 1, 1, 1, 1, vertices_[0].x, vertices_[1].x, vertices_[2].x, p.x, vertices_[0].y,
vertices_[1].y, vertices_[2].y, p.y, vertices_[0].z, vertices_[1].z, vertices_[2].z, p.z;
break;
default:
throw std::runtime_error("MeshElement::get_sub_volume: logic error, index must be 0 <= index <= 3");
break;
}
volume = (element_matrix.determinant()) / 6;
}
if(dimension_ == 2) {
Eigen::Matrix3d element_matrix;
switch(index) {
case 0:
element_matrix << 1, 1, 1, p.y, vertices_[1].y, vertices_[2].y, p.z, vertices_[1].z, vertices_[2].z;
break;
case 1:
element_matrix << 1, 1, 1, vertices_[0].y, p.y, vertices_[2].y, vertices_[0].z, p.z, vertices_[2].z;
break;
case 2:
element_matrix << 1, 1, 1, vertices_[0].y, vertices_[1].y, p.y, vertices_[0].z, vertices_[1].z, p.z;
break;
default:
throw std::runtime_error("MeshElement::get_sub_volume: logic error, index must be 0 <= index <= 2");
break;
}
volume = (element_matrix.determinant()) / 2;
}
return volume;
}
double MeshElement::get_distance(size_t index, Point& qp) const {
return unibn::L2Distance<Point>::compute(vertices_[index], qp);
}
bool MeshElement::isValid(double volume_cut, Point& qp) const {
// Check if we should apply coplanar/colinear criterions:
if(volume_cut > 0) {
if(std::fabs(volume_) < MIN_VOLUME) {
LOG(TRACE) << "Invalid tetrahedron, all vertices are " << (dimension_ == 3 ? "coplanar" : "colinear");
return false;
} else if(std::fabs(volume_) <= volume_cut) {
LOG(TRACE) << "Invalid tetrahedron with volume " << std::fabs(volume_) << " smaller than volume cut "
<< volume_cut;
return false;
}
}
for(size_t i = 0; i < dimension_ + 1; i++) {
if(volume_ * get_sub_volume(i, qp) < 0) {
LOG(TRACE) << "New mesh Point outside found element.";
return false;
}
}
return true;
}
Point MeshElement::getObservable(Point& qp) const {
Point new_observable;
for(size_t index = 0; index < dimension_ + 1; index++) {
double sub_volume = get_sub_volume(index, qp);
LOG(DEBUG) << "Sub volume " << index << ": " << sub_volume;
new_observable.x = new_observable.x + (sub_volume * e_field_[index].x) / volume_;
new_observable.y = new_observable.y + (sub_volume * e_field_[index].y) / volume_;
new_observable.z = new_observable.z + (sub_volume * e_field_[index].z) / volume_;
}
LOG(DEBUG) << "Interpolated electric field: (" << new_observable.x << "," << new_observable.y << "," << new_observable.z
<< ")";
return new_observable;
}
std::string MeshElement::print(Point& qp) const {
std::stringstream stream;
for(size_t index = 0; index < dimension_ + 1; index++) {
stream << "Tetrahedron vertex (" << vertices_[index].x << ", " << vertices_[index].y << ", " << vertices_[index].z
<< ") - "
<< " Distance: " << get_distance(index, qp) << " - Electric field: (" << e_field_[index].x << ", "
<< e_field_[index].y << ", " << e_field_[index].z << ")" << std::endl;
}
stream << "Volume: " << volume_;
return stream.str();
}
Updated on 2024-12-13 at 08:31:37 +0000