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| | Form (const std::vector< std::shared_ptr< const fem::FunctionSpace >> &function_spaces, const std::map< IntegralType, std::pair< std::vector< std::pair< int, std::function< void(T *, const T *, const T *, const double *, const int *, const std::uint8_t *, const std::uint32_t)>>>, const mesh::MeshTags< int > * >> &integrals, const std::vector< std::shared_ptr< const fem::Function< T >>> &coefficients, const std::vector< std::shared_ptr< const fem::Constant< T >>> &constants, bool needs_permutation_data, const std::shared_ptr< const mesh::Mesh > &mesh=nullptr) |
| | Create form. More...
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| Form (const Form &form)=delete |
| | Copy constructor.
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| Form (Form &&form)=default |
| | Move constructor.
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virtual | ~Form ()=default |
| | Destructor.
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| int | rank () const |
| | Rank of the form (bilinear form = 2, linear form = 1, functional = 0, etc) More...
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| std::shared_ptr< const mesh::Mesh > | mesh () const |
| | Extract common mesh for the form. More...
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| const std::vector< std::shared_ptr< const fem::FunctionSpace > > & | function_spaces () const |
| | Return function spaces for all arguments. More...
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| const std::function< void(T *, const T *, const T *, const double *, const int *, const std::uint8_t *, const std::uint32_t)> & | kernel (IntegralType type, int i) const |
| | Get the function for 'kernel' for integral i of given type. More...
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| std::set< IntegralType > | integral_types () const |
| | Get types of integrals in the form. More...
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| int | num_integrals (IntegralType type) const |
| | Number of integrals of given type. More...
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| std::vector< int > | integral_ids (IntegralType type) const |
| | Get the IDs for integrals (kernels) for given integral type. The IDs correspond to the domain IDs which the integrals are defined for in the form. ID=-1 is the default integral over the whole domain. More...
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| const std::vector< std::int32_t > & | domains (IntegralType type, int i) const |
| | Get the list of mesh entity indices for the ith integral (kernel) for the given domain type, i.e. for cell integrals a list of cell indices, for facet integrals a list of facet indices, etc. More...
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const std::vector< std::shared_ptr< const fem::Function< T > > > | coefficients () const |
| | Access coefficients.
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| bool | needs_permutation_data () const |
| | Get bool indicating whether permutation data needs to be passed into these integrals. More...
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std::vector< int > | coefficient_offsets () const |
| | Offset for each coefficient expansion array on a cell. Used to pack data for multiple coefficients in a flat array. The last entry is the size required to store all coefficients.
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const std::vector< std::shared_ptr< const fem::Constant< T > > > & | constants () const |
| | Access constants.
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template<typename T>
class dolfinx::fem::Form< T >
Class for variational forms.
A note on the order of trial and test spaces: FEniCS numbers argument spaces starting with the leading dimension of the corresponding tensor (matrix). In other words, the test space is numbered 0 and the trial space is numbered 1. However, in order to have a notation that agrees with most existing finite element literature, in particular
\[ a = a(u, v) \]
the spaces are numbered from right to left
\[ a: V_1 \times V_0 \rightarrow \mathbb{R} \]
This is reflected in the ordering of the spaces that should be supplied to generated subclasses. In particular, when a bilinear form is initialized, it should be initialized as a(V_1, V_0) = ..., where V_1 is the trial space and V_0 is the test space. However, when a form is initialized by a list of argument spaces (the variable function_spaces in the constructors below), the list of spaces should start with space number 0 (the test space) and then space number 1 (the trial space).
