The Arnold–Beltrami–Childress (ABC) flow is a three-dimensional incompressible velocity field which is an exact solution of Euler's equation. More...
#include <abcflow.h>
Inheritance diagram for tatooine::analytical::numerical::abcflow< real_type >:
Collaboration diagram for tatooine::analytical::numerical::abcflow< real_type >:
Public Types | |
| using | this_type = abcflow< real_type > |
| using | parent_type = vectorfield< this_type, real_type, 3 > |
 Public Types inherited from tatooine::field< DerivedField, Real, NumDimensions, Tensor > | |
| using | this_type = field< DerivedField, Real, NumDimensions, Tensor > |
| using | parent_type = polymorphic::field< Real, NumDimensions, Tensor > |
| using | pos_type = vec< real_type, NumDimensions > |
| using | real_type = Real |
| using | tensor_type = Tensor |
| Public Types inherited from tatooine::polymorphic::field< Real, NumDimensions, Tensor > | |
| using | real_type = Real |
| using | tensor_type = Tensor |
| using | this_type = field< real_type, NumDimensions, Tensor > |
| using | pos_type = vec< real_type, NumDimensions > |
Public Member Functions | |
| constexpr | abcflow (real_type const a=1, real_type const b=1, real_type const c=1) |
| constexpr | abcflow (const abcflow &other)=default |
| constexpr | abcflow (abcflow &&other)=default |
| constexpr abcflow & | operator= (const abcflow &other)=default |
| constexpr abcflow & | operator= (abcflow &&other)=default |
| ~abcflow () override=default | |
| constexpr auto | evaluate (pos_type const &x, real_type const) const -> tensor_type |
| constexpr auto | in_domain (pos_type const &, real_type const) const -> bool |
| Public Member Functions inherited from tatooine::field< DerivedField, Real, NumDimensions, Tensor > | |
| field ()=default | |
| field (field const &)=default | |
| field (field &&) noexcept=default | |
| auto | operator= (field const &) -> field &=default |
| auto | operator= (field &&) noexcept -> field &=default |
| virtual | ~field ()=default |
| auto | as_derived () -> auto & |
| auto | as_derived () const -> auto const & |
| auto | evaluate (pos_type const &x, real_type const t) const -> tensor_type override |
| Public Member Functions inherited from tatooine::polymorphic::field< Real, NumDimensions, Tensor > | |
| constexpr | field ()=default |
| constexpr | field (field const &)=default |
| constexpr | field (field &&) noexcept=default |
| constexpr auto | operator= (field const &) -> field &=default |
| constexpr auto | operator= (field &&) noexcept -> field &=default |
| virtual | ~field ()=default |
| virtual constexpr auto | evaluate (pos_type const &, real_type const) const -> tensor_type=0 |
| constexpr auto | evaluate (fixed_size_vec< NumDimensions > auto const &x) const -> tensor_type |
| constexpr auto | operator() (fixed_size_vec< NumDimensions > auto const &x, real_type const t) const -> tensor_type |
| constexpr auto | operator() (fixed_size_vec< NumDimensions > auto const &x) const -> tensor_type |
| constexpr auto | operator() (arithmetic auto const ... xs) const -> tensor_type |
Private Attributes | |
| real_type | m_a |
| real_type | m_b |
| real_type | m_c |
Additional Inherited Members | |
| Static Public Member Functions inherited from tatooine::polymorphic::field< Real, NumDimensions, Tensor > | |
| static auto constexpr | ood_tensor () |
| static auto constexpr | ood_position () |
| static constexpr auto | is_field () |
| static constexpr auto | is_scalarfield () |
| static constexpr auto | is_vectorfield () |
| static constexpr auto | is_matrixfield () |
| static constexpr auto | num_dimensions () -> std::size_t |
| static constexpr auto | num_tensor_components () |
| static constexpr auto | tensor_rank () |
| static constexpr auto | tensor_dimension (std::size_t i) |
Detailed Description
template<typename real_type>
struct tatooine::analytical::numerical::abcflow< real_type >
struct tatooine::analytical::numerical::abcflow< real_type >
The Arnold–Beltrami–Childress (ABC) flow is a three-dimensional incompressible velocity field which is an exact solution of Euler's equation.
Member Typedef Documentation
◆ parent_type
template<typename real_type >
| using tatooine::analytical::numerical::abcflow< real_type >::parent_type = vectorfield<this_type, real_type, 3> |
◆ this_type
template<typename real_type >
| using tatooine::analytical::numerical::abcflow< real_type >::this_type = abcflow<real_type> |
Constructor & Destructor Documentation
◆ abcflow() [1/3]
template<typename real_type >
|
inlineexplicitconstexpr |
◆ abcflow() [2/3]
template<typename real_type >
|
constexprdefault |
◆ abcflow() [3/3]
template<typename real_type >
|
constexprdefault |
◆ ~abcflow()
template<typename real_type >
|
overridedefault |
Member Function Documentation
◆ evaluate()
template<typename real_type >
|
inlineconstexprvirtual |
◆ in_domain()
template<typename real_type >
|
inlineconstexpr |
◆ operator=() [1/2]
template<typename real_type >
|
constexprdefault |
◆ operator=() [2/2]
template<typename real_type >
|
constexprdefault |
Member Data Documentation
◆ m_a
template<typename real_type >
|
private |
◆ m_b
template<typename real_type >
|
private |
◆ m_c
template<typename real_type >
|
private |
The documentation for this struct was generated from the following file:
- /mnt/data/home/ci/builds/Bicifxyn/0/libs/tatooine2/fields/include/tatooine/analytical/numerical/abcflow.h
