14 #ifndef _ASM_S3D_LAG_H
15 #define _ASM_S3D_LAG_H
50 double getParam(
int dir,
size_t el,
size_t gp,
bool reduced =
false)
const override;
58 size_t index(
size_t,
size_t gp,
bool)
const override {
return gp; }
74 explicit ASMs3DLag(
unsigned char n_f = 3);
89 virtual bool write(std::ostream& os,
int = 0)
const;
99 virtual void clear(
bool retainGeometry =
false);
106 virtual bool addXElms(
short int dim,
short int item,
107 size_t nXn,
IntVec& nodes);
140 int code = 0,
char basis = 1);
149 int code = 0,
char basis = 1);
164 virtual int findElement(
double u,
double v,
double w,
165 double* xi =
nullptr,
double* eta =
nullptr,
166 double* zeta =
nullptr)
const;
212 virtual int evalPoint(
const double* xi,
double* param,
Vec3& X)
const;
228 const int*,
int n_f,
bool)
const;
251 const int*,
char)
const;
264 const RealArray* gpar,
bool regular)
const;
278 virtual bool getOrder(
int& pu,
int& pv,
int& pw)
const;
284 virtual bool getSize(
int& n1,
int& n2,
int& n3,
int = 0)
const;
308 bool continuous)
const;
325 virtual bool evalSolPt(
int iel,
double xi,
double eta,
double zeta,
326 size_t nCmp,
const Vector& pchSol,
Common base class for Lagrange FE models.
std::vector< int > IntVec
General integer vector.
Definition: ASMbase.h:25
std::vector< IntVec > IntMat
General 2D integer matrix.
Definition: ASMbase.h:26
Driver for assembly of structured 3D spline FE models.
std::vector< Real > RealArray
A real-valued array without algebraic operations.
Definition: ImmersedBoundaries.h:29
Common base class for Lagrange FE models.
Definition: ASMLagBase.h:27
void updateOrigin(const Vec3 &origin)
Updates patch origin by adding a constant to all nodes.
Definition: ASMLagBase.C:72
Base class for spline-based finite element (FE) assembly drivers.
Definition: ASMbase.h:70
const IntMat & MNPC
Matrix of Nodal Point Correspondance.
Definition: ASMbase.h:1040
Implementation of basis function cache.
Definition: ASMs3DLag.h:31
virtual ~BasisFunctionCache()=default
Empty destructor.
double getParam(int dir, size_t el, size_t gp, bool reduced=false) const override
Obtain a single integration point parameter.
Definition: ASMs3DLag.C:1550
size_t index(size_t, size_t gp, bool) const override
Obtain global integration point index.
Definition: ASMs3DLag.h:58
BasisFunctionVals calculatePt(size_t, size_t gp, bool red) const override
Calculates basis function info in a single integration point.
Definition: ASMs3DLag.C:1559
void setupParameters() override
Configure quadrature points.
Definition: ASMs3DLag.C:1539
bool internalInit() override
Implementation specific initialization.
Definition: ASMs3DLag.C:1526
void calculateAll() override
Calculates basis function info in all integration points.
Definition: ASMs3DLag.C:1583
Driver for assembly of structured 3D Lagrange FE models.
Definition: ASMs3DLag.h:27
virtual bool evalSolPt(int iel, double xi, double eta, double zeta, size_t nCmp, const Vector &pchSol, RealArray &ptSol, RealArray &N) const
Evaluates a nodal solution field at specified point in an element.
Definition: ASMs3DLag.C:1043
int p2
Polynomial order in second parameter direction.
Definition: ASMs3DLag.h:333
ASMs3DLag(unsigned char n_f=3)
Default constructor.
Definition: ASMs3DLag.C:33
int p1
Polynomial order in first parameter direction.
Definition: ASMs3DLag.h:332
virtual bool getSize(int &n1, int &n2, int &n3, int=0) const
Returns the number of nodal points in each parameter direction.
Definition: ASMs3DLag.C:287
size_t nz
Number of nodes in third parameter direction.
Definition: ASMs3DLag.h:331
virtual size_t getNoProjectionNodes() const
Returns the number of projection nodes for this patch.
Definition: ASMs3DLag.C:1423
virtual bool getElementCoordinates(Matrix &X, int iel, bool=true) const
Returns a matrix with nodal coordinates for an element.
Definition: ASMs3DLag.C:242
virtual void constrainEdge(int lEdge, bool open, int dof, int code=0, char basis=1)
Constrains all DOFs on a given boundary edge.
Definition: ASMs3DLag.C:1416
virtual bool generateFEMTopology()
Generates the finite element topology data for the patch.
Definition: ASMs3DLag.C:147
ASMs3DLag(const ASMs3D &patch, unsigned char n_f)
Special constructor creating a Lagrang patch from a Spline patch,.
virtual bool write(std::ostream &os, int=0) const
Writes the FEM basis to given stream.
Definition: ASMs3DLag.C:1378
virtual void getNodalCoordinates(Matrix &X, bool=false) const
Returns a matrix with all nodal coordinates within the patch.
Definition: ASMs3DLag.C:262
virtual bool evaluate(const ASMbase *basis, const Vector &locVec, RealArray &vec, int basisNum) const
Evaluates and interpolates a field over a given geometry.
Definition: ASMs3DLag.C:1384
virtual bool getGridParameters(RealArray &prm, int dir, int nSegSpan) const
Calculates parameter values for visualization nodal points.
Definition: ASMs3DLag.C:1342
virtual size_t getNoBoundaryElms(char lIndex, char ldim) const
Returns the number of elements on a boundary.
Definition: ASMs3DLag.C:297
void setCoord(size_t inod, const Vec3 &Xnod)
Assigned global coordinates for the given node.
Definition: ASMs3DLag.C:217
virtual void clear(bool retainGeometry=false)
Clears the contents of the patch, making it empty.
Definition: ASMs3DLag.C:64
virtual bool addXElms(short int dim, short int item, size_t nXn, IntVec &nodes)
Adds extraordinary elements associated with a patch boundary.
Definition: ASMs3DLag.C:74
virtual ~ASMs3DLag()
Empty destructor.
Definition: ASMs3DLag.h:82
virtual bool updateCoords(const Vector &displ)
Updates the nodal coordinates for this patch.
Definition: ASMs3DLag.C:271
int p3
Polynomial order in third parameter direction.
Definition: ASMs3DLag.h:334
virtual void constrainFace(int dir, bool open, int dof, int code=0, char basis=1)
Constrains all DOFs on a given boundary face.
Definition: ASMs3DLag.C:1409
virtual void generateThreadGroups(const Integrand &, bool, bool)
Generates element groups for multi-threading of interior integrals.
Definition: ASMs3DLag.C:1197
virtual void findBoundaryElms(IntVec &elms, int lIndex, int=0) const
Finds the patch-local element numbers on a patch boundary.
Definition: ASMs3DLag.C:1310
virtual int evalPoint(const double *xi, double *param, Vec3 &X) const
Evaluates the geometry at a specified point.
Definition: ASMs3DLag.C:889
size_t nx
Number of nodes in first parameter direction.
Definition: ASMs3DLag.h:329
virtual bool integrate(Integrand &integrand, GlobalIntegral &glbInt, const TimeDomain &time)
Evaluates an integral over the interior patch domain.
Definition: ASMs3DLag.C:327
virtual int findElement(double u, double v, double w, double *xi=nullptr, double *eta=nullptr, double *zeta=nullptr) const
Finds the element containing specified parametric point.
Definition: ASMs3DLag.C:950
virtual bool getOrder(int &pu, int &pv, int &pw) const
Returns the polynomial order in each parameter direction.
Definition: ASMs3DLag.C:277
virtual bool integrateEdge(Integrand &integrand, int lEdge, GlobalIntegral &glbInt, const TimeDomain &time)
Evaluates a boundary integral over a patch edge.
Definition: ASMs3DLag.C:745
virtual bool assembleL2matrices(SystemMatrix &A, SystemVector &B, const L2Integrand &integrand, bool continuous) const
Assembles L2-projection matrices for the secondary solution.
Definition: ASMs3DLag.C:1429
virtual bool tesselate(ElementBlock &grid, const int *) const
Creates a hexahedron element model of this patch for visualization.
Definition: ASMs3DLag.C:913
static void createMNPC(size_t nx, size_t ny, size_t nz, int p1, int p2, int p3, IntMat &MNPC)
Creates matrix of nodal point correspondance for a structured grid.
Definition: ASMs3DLag.C:1269
virtual bool evalSolution(Matrix &sField, const Vector &locSol, const int *npe, int n_f, bool piola) const
Evaluates the primary solution field at all visualization points.
Definition: ASMs3D.C:3131
virtual Vec3 getElementCenter(int iel) const
Returns the geometric center of an element.
Definition: ASMs3DLag.C:229
virtual Vec3 getCoord(size_t inod) const
Returns the global coordinates for the given node.
Definition: ASMs3DLag.C:208
size_t ny
Number of nodes in second parameter direction.
Definition: ASMs3DLag.h:330
virtual IntMat getElmNodes(int basis) const
Returns the matrix of nodal point correspondance for given basis.
Definition: ASMs3DLag.C:1241
Implementation of basis function cache.
Definition: ASMs3D.h:80
Driver for assembly of structured 3D spline FE models.
Definition: ASMs3D.h:39
virtual bool evalSolution(Matrix &sField, const Vector &locSol, const int *npe, int n_f=0, bool piola=false) const
Evaluates the primary solution field at all visualization points.
Definition: ASMbase.C:1735
BasisFunctionCache()
Default constructor.
Definition: BasisFunctionCache.C:22
Class for storage of a standard FE grid block.
Definition: ElementBlock.h:27
Abstract base class representing a system level integrated quantity.
Definition: GlobalIntegral.h:29
Base class representing a system level integrated quantity.
Definition: IntegrandBase.h:42
Abstract base class representing a system level integrated quantity.
Definition: Integrand.h:44
Abstract class for evaluating integrand or function.
Definition: GlbL2projector.h:39
Base class for representing a system matrix on different formats.
Definition: SystemMatrix.h:220
Base class for representing a system vector on different formats.
Definition: SystemMatrix.h:32
Simple class for representing a point in 3D space.
Definition: Vec3.h:27
A vector class with some added algebraic operations.
Definition: matrix.h:64
Struct holding basis function values and derivatives.
Definition: BasisFunctionVals.h:25
Struct representing the time domain.
Definition: TimeDomain.h:23