d6/d87/impl__reparam__bezier_8hpp_source.html

// --------------------------------------------------------------------------

//

// Copyright (C) 2025-present by Pablo Antolin

//

// This file is part of the QUGaR library.

//

// SPDX-License-Identifier:    MIT

//

// --------------------------------------------------------------------------


#ifndef QUGAR_IMPL_REPARAM_BEZIER_HPP

#define QUGAR_IMPL_REPARAM_BEZIER_HPP


#include <qugar/bbox.hpp>

#include <qugar/bezier_tp.hpp>

#include <qugar/impl_reparam_mesh.hpp>


#include <memory>


namespace qugar::impl {


template<int dim, bool S = false>

std::shared_ptr<ImplReparamMesh<S ? dim - 1 : dim, dim>>

  reparam_Bezier(const BezierTP<dim, 1> &bzr, const BoundBox<dim> &domain, int order);


template<int dim, bool S = false>

void reparam_Bezier(const BezierTP<dim, 1> &bzr,

  const BoundBox<dim> &domain,

  ImplReparamMesh<S ? dim - 1 : dim, dim> &reparam);


}// namespace qugar::impl


#endif// QUGAR_IMPL_REPARAM_BEZIER_HPP

bbox.hpp
Definition of Cartesian bounding box class.

bezier_tp.hpp
Declaration of tensor-product Bezier class.

qugar::BoundBox
Class representing a dim-dimensional Cartesian product bounding box.
Definition bbox.hpp:38

qugar::impl::BezierTP
dim-dimensional tensor-product Bezier polynomial function.
Definition monomials_tp.hpp:34

qugar::impl::ImplReparamMesh
Class for storing an implicit domain reparameterization using Lagrange cells.
Definition impl_utils.hpp:102

impl_reparam_mesh.hpp
Declaration of reparameterization class.

qugar::impl
Definition affine_transf.hpp:28

qugar::impl::reparam_Bezier
std::shared_ptr< ImplReparamMesh< S ? dim - 1 :dim, dim > > reparam_Bezier(const BezierTP< dim, 1 > &bzr, const BoundBox< dim > &domain, int order)
Reparameterizes a Bezier implicit function in the unit hypercube domain.