Boundary Conditions#

These functions add boundary terms to the residual evaluation.

enum RatelBoundaryType#

Specify boundary condition.

Values:

enumerator RATEL_BOUNDARY_CLAMP#

Dirichlet clamped boundary.

enumerator RATEL_BOUNDARY_MMS#

Dirichlet MMS boundary.

enumerator RATEL_BOUNDARY_TRACTION#

Neumann traction boundary,.

enumerator RATEL_BOUNDARY_PLATEN#

Platen boundary integral.

enum RatelBCInterpolationType#

Specify interpolation type for flexible boundary condition.

Values:

enumerator RATEL_BC_INTERP_NONE#

No interpolation, piecewise constant.

enumerator RATEL_BC_INTERP_LINEAR#

Linear interpolation.

enum RatelPlatenType#

Specify platen type.

Values:

enumerator RATEL_PLATEN_NITSCHE#
enumerator RATEL_PLATEN_PENALTY#
typedef PetscErrorCode RatelBCFunction(PetscInt, PetscReal, const PetscReal*, PetscInt, PetscScalar*, void*)#

Function signature for BC function to set on DMPlex face.

int MMSBCs_CEED_ScalarBPs(void *ctx, CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute Dirichlet MMS boundary values for CEED scalar BPs.

Parameters:

  • ctx – [in] QFunction context, holding RatelMMSCEEDBPsParams

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - stored coordinates

    • 1 - stored multiplicity scaling factor

  • out – [out] Output array

    • 0 - Dirichlet values

Returns:

An error code: 0 - success, otherwise - failure

int MMSBCs_CEED_VectorBPs(void *ctx, CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute Dirichlet MMS boundary values for CEED vector BPs.

Parameters:

  • ctx – [in] QFunction context, holding RatelMMSCEEDBPsParams

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - stored coordinates

    • 1 - stored multiplicity scaling factor

  • out – [out] Output array

    • 0 - Dirichlet values

Returns:

An error code: 0 - success, otherwise - failure

int ClampBCs(void *ctx, CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute Dirichlet (clamp) boundary values.

Parameters:

  • ctx – [in] QFunction context, holding RatelBCClampParams

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - stored coordinates

    • 1 - stored multiplicity scaling factor

  • out – [out] Output array

    • 0 - Dirichlet values

Returns:

An error code: 0 - success, otherwise - failure

int SetupDirichletBCs(void *ctx, CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Setup coordinate and scaling data for Dirichlet boundary.

Parameters:

  • ctx – [in] QFunction context, unused

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - nodal coordinates

    • 1 - nodal multiplicity

  • out – [out] Output array

    • 0 - stored coordinates

    • 1 - stored multiplicity scaling factor

Returns:

An error code: 0 - success, otherwise - failure

CeedInt RatelBCInterpGetPreviousKnotIndex(CeedScalar t, CeedInt num_knots, const CeedScalar *knots)#

Compute the index j \in [0, num_knots] such that knots[j] <= t < knots[j+1].

If t < knots[0], returns -1.

Parameters:

  • t – [in] Current time

  • num_knots – [in] Number of knots

  • knots – [in] Values of knots

Returns:

A scalar value: the index of the previous knot

CeedScalar RatelBCInterpScaleTime(CeedScalar t, CeedInt prev_knot_index, CeedInt num_knots, const CeedScalar *knots)#

Compute rescaled time between knots, \(s \in [0,1)\).

If 0 <= prev_knot_index < num_knots-1, returns s = (t - knots[prev_knot_index]) / (knots[prev_knot_index + 1]). If t is before the first knot, i.e. prev_knot_index == -1, implicitly inserts a knot at time 0 and returns s = t / knots[0]. If t is past the final knot, returns s = 1. If t > knots[num_knots - 1], returns points[num_knots - 1].

Parameters:

  • t – [in] Current time

  • prev_knot_index – [in] Index of last knot

  • num_knots – [in] Number of knots

  • knots – [in] Values of knots

Returns:

A scalar value: the rescaled time between knots

int RatelBCInterpolate(RatelBCInterpolationType type, CeedScalar t, CeedInt prev_knot_index, CeedInt num_knots, const CeedScalar *knots, CeedInt point_dim, const CeedScalar *points, CeedScalar *out_point)#

Compute the interpolated value between the given points and knots.

For t > knots[num_knots-1], returns points[num_knots-1].

Parameters:

  • type – [in] If type is

    • RATEL_BC_INTERP_NONE - returns the point corresponding to the first knot after time t.

    • RATEL_BC_INTERP_LINEAR - returns the result of linearly interpolating between adjacent points.

  • t – [in] Current time

  • prev_knot_index – [in] Index of last knot

  • num_knots – [in] Number of knots

  • knots – [in] Values of knots

  • point_dim – [in] Dimension of coordinates

  • points – [in] Coordinates of knots

  • out_point – [out] Interpolated value

Returns:

An error code: 0 - success, otherwise - failure

int MMSBCs_Linear(void *ctx, const CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute Dirichlet MMS boundary values for linear elasticity MMS.

Uses an MMS adapted from doi:10.1016/j.compstruc.2019.106175

Parameters:

  • ctx – [in] QFunction context, unused

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - stored coordinates

    • 1 - stored multiplicity scaling factor

  • out – [out] Output array

    • 0 - Dirichlet values

Returns:

An error code: 0 - success, otherwise - failure

int MMSBCs_MixedLinear(void *ctx, const CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute Dirichlet MMS boundary values for linear elasticity MMS.

Uses an MMS adapted from doi:10.1016/j.compstruc.2019.106175

Parameters:

  • ctx – [in] QFunction context, unused

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - stored coordinates

    • 1 - stored multiplicity scaling factor

  • out – [out] Output array

    • 0 - Dirichlet values

Returns:

An error code: 0 - success, otherwise - failure

int PlatenBCs(void *ctx, CeedInt Q, RatelComputef1 compute_f1, bool has_state_values, bool has_stored_values, CeedInt num_active_field_eval_modes, const CeedScalar *const *in, CeedScalar *const *out)#

Compute the surface integral of the platen contact boundary condition.

Updated to support initial gap using https://hal.archives-ouvertes.fr/hal-00722114/document.

In the frictionless case, compute 

(f1_gamma < 0) ? (f1_gamma * n_platen * (w detNb)) : 0
where

  • f1_gamma = f1_n + gamma*gap

  • f1_n = (f1·n_platen)·n_platen is the contact pressure between the surface and platen

  • gap = (X + u - C)·n_platen is the gap between the surface and the platen in the current configuration

For linear elasticity f1 = sigma, where sigma is Cauchy stress tensor. For hyperelastic in initial configuration f1 = P, where P is First Piola Kirchhoff stress. For hyperelastic in current configuration f1 = tau, where tau is Kirchhoff stress.

For the frictional case, see the theory section of the documentation

Parameters:

  • ctx – [in] QFunction platen, holding RatelBCPlatenParams

  • Q – [in] Number of quadrature points

  • compute_f1 – [in] Function to compute f1

  • has_state_values – [in] Boolean flag indicating model state values in residual evaluation

  • has_stored_values – [in] Boolean flag indicating model stores values in residual evaluation

  • num_active_field_eval_modes – [in] Number of active field evaluation modes

  • in – [in] Input arrays

    • 0 - qdata

    • input_data_offset - u

    • input_data_offset + 1 - du/dt (or u in static case)

    • input_data_offset + 2 - quadrature point coordinates

  • out – [out] Output array

    • output_data_offset - action of QFunction on u

    • output_data_offset + - stored f1_n + gamma*gap and f1_T - gamma*(du/dt)_T

Returns:

An error code: 0 - success, otherwise - failure

int PlatenBCs_Jacobian(void *ctx, CeedInt Q, RatelComputef1_fwd compute_df1, bool has_state_values, bool has_stored_values, CeedInt num_active_field_eval_modes, const CeedScalar *const *in, CeedScalar *const *out)#

Compute the incremental traction due to platen contact boundary condition.

In the frictionless case compute 

(f1_gamma < 0) ? ((df1_N + gamma * du_N) * n_platen * (w detNb)) : 0
where

  • df1_N = (df1·n_platen)·n_platen is the incremental surface force away from platen.

  • du_N = du·n_platen is the incremental displacement away from platen.

For linear elasticity df1 = dsigma. For hyperelastic in initial configuration df1 = dP. For hyperelastic in current configuration df1 = dtau - tau * grad_du^T.

For the frictional case, see the theory section of the documentation

Parameters:

  • ctx – [in] QFunction platen, holding RatelBCPlatenParams

  • Q – [in] Number of quadrature points

  • compute_df1 – [in] Function to compute f1

  • has_state_values – [in] Boolean flag indicating model state values in residual evaluation

  • has_stored_values – [in] Boolean flag indicating model stores values in residual evaluation

  • num_active_field_eval_modes – [in] Number of active fields

  • in – [in] Input arrays

    • 0 - qdata

    • input_data_offset - du, incremental change to u

    • input_data_offset + 1 - stored values from residual

  • out – [out] Output array

    • 0 - action of QFunction

Returns:

An error code: 0 - success, otherwise - failure

int SetupPenaltyPlatens(void *ctx, CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute geometric factors for integration, gradient transformations, and coordinate transformations on element faces.

Reference (parent) 2D coordinates are given by X and physical (current) 3D coordinates are given by x. The change of coordinate matrix is given bydxdX_{i,j} = dx_i/dX_j (indicial notation) [3 * 2].

(N_1, N_2, N_3) is given by the cross product of the columns of dxdX_{i,j}.

detNb is the magnitude of (N_1, N_2, N_3).

Parameters:

  • ctx – [in] QFunction context, unused

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - Jacobian of face coordinates

    • 1 - quadrature weights

  • out – [out] Output array

    • 0 - qdata, w, detNb, and N

Returns:

An error code: 0 - success, otherwise - failure

int PlatenPenaltyBCs(void *ctx, const CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute the surface integral for penalty method based contact on the constrained faces.

In the frictionless case, compute 

(gap < 0) ? (w detNb) * gap / epsilon * N : 0
where epsilon = sqrt(detNb) / platen->gamma is the penalty parameter

Parameters:

  • ctx – [in] QFunction context, holding RatelBCPlatenParams

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - quadrature data

    • 1 - u

    • 2 - du/dt (or u in static case)

    • 3 - quadrature point coordinates

  • out – [out] Output array

    • 0 - v

    • 1 - stored values from residual

Returns:

An error code: 0 - success, otherwise - failure

int PlatenPenaltyBCsJacobian(void *ctx, const CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute the Jacobian of the surface integral for penalty method based contact on the constrained faces.

Parameters:

  • ctx – [in] QFunction context, holding RatelBCPlatenParams

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - quadrature data

    • 1 - incremental change in u

    • 2 - stored values from residual

  • out – [out] Output array

    • 0 - action of QFunction on du

Returns:

An error code: 0 - success, otherwise - failure

int PressureBCs(void *ctx, const CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute the surface integral for pressure on the constrained faces.

Parameters:

  • ctx – [in] QFunction context, holding RatelBCPressureParams

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - gradient of coordinates

    • 1 - quadrature weights

    • 2 - gradient of u with respect to reference coordinates

  • out – [out] Output array

    • 0 - \int v^T . (pn) ds

Returns:

An error code: 0 - success, otherwise - failure

int PressureBCsJacobian(void *ctx, const CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute the Jacobian of the surface integral for pressure on the constrained faces.

Parameters:

  • ctx – [in] QFunction context, holding RatelBCPressureParams

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - gradient of coordinates

    • 1 - quadrature weights

    • 2 - gradient of incremental change in u

  • out – [out] Output array

    • 0 - action of QFunction on dug

Returns:

An error code: 0 - success, otherwise - failure

int SetupSlipBCs(void *ctx, CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Setup scaling data for Dirichlet (clamp) boundary.

Parameters:

  • ctx – [in] QFunction context, unused

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - nodal multiplicity

  • out – [out] Output array

    • 0 - stored multiplicity scaling factor

Returns:

An error code: 0 - success, otherwise - failure

int SlipBCs(void *ctx, CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute Dirichlet (slip) boundary values.

Parameters:

  • ctx – [in] QFunction context, holding RatelBCSlipParams

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - stored multiplicity scaling factor

  • out – [out] Output array

    • 0 - Dirichlet values

Returns:

An error code: 0 - success, otherwise - failure

int TractionBCs(void *ctx, CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute surface integral of the traction vector on the constrained faces.

Parameters:

  • ctx – [in] QFunction context, holding RatelBCTractionParams

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - surface qdata

  • out – [out] Output array

    • 0 - v = t * (w detNb)

Returns:

An error code: 0 - success, otherwise - failure

int MMSError_MixedLinear(void *ctx, const CeedInt Q, const CeedScalar *const *in, CeedScalar *const *out)#

Compute error from true solution for mixed linear elasticity MMS.

Parameters:

  • ctx – [in] QFunction context, holding RatelLinearElasticityParams

  • Q – [in] Number of quadrature points

  • in – [in] Input arrays

    • 0 - qdata

    • 1 - quadrature point coordinates

    • 2 - computed solution, displacement field

    • 3 - computed solution, pressure field

  • out – [out] Output array

    • 0 - error from true solution, displacement field

    • 0 - error from true solution, pressure field

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelCreateBCLabel(DM dm, const char name[])#

Create boundary label.

Not collective across MPI processes.

Parameters:

  • dm – [inout] DM to add boundary label

  • name – [in] Name for new boundary label

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelDMAddBoundariesDirichlet(Ratel ratel, DM dm)#

Add Dirichlet boundary conditions to DM.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • dm – [out] DM to update with Dirichlet boundaries

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelDMAddBoundariesSlip(Ratel ratel, DM dm)#

Add Dirichlet slip boundaries to DM.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • dm – [out] DM to update with dirichlet slip boundaries

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelBoundarySlipDataFromOptions(Ratel ratel, PetscInt i, PetscInt j, RatelBCSlipParams *params_slip)#

Read slip boundary conditions from options database.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • i – [in] Field index

  • j – [in] Boundary index

  • params_slip – [out] Data structure to store slip data

PetscErrorCode RatelCeedAddBoundariesDirichletSlip(Ratel ratel, DM dm, CeedOperator op_dirichlet)#

Add Dirichlet slip boundary conditions to Dirichlet boundary condition operator.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • dm – [in] DM to use for Dirichlet boundaries

  • op_dirichlet – [out] Composite Dirichlet CeedOperator to add sub-operators to

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelCeedAddBoundariesDirichletMMS(Ratel ratel, DM dm, CeedOperator op_dirichlet)#

Add Dirichlet MMS boundary conditions to Dirichlet boundary condition operator.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • dm – [in] DM to use for MMS boundaries

  • op_dirichlet – [out] Composite Dirichlet CeedOperator to add sub-operators to

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelBoundaryClampDataFromOptions(Ratel ratel, PetscInt i, PetscInt j, RatelBCClampParams *params_clamp)#

Read Dirichlet boundary conditions from options database.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • i – [in] Field index

  • j – [in] Boundary index

  • params_clamp – [out] Data structure to store clamp data

PetscErrorCode RatelCeedAddBoundariesDirichletClamp(Ratel ratel, DM dm, CeedOperator op_dirichlet)#

Add Dirichlet clamp boundary conditions to Dirichlet boundary condition operator.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • dm – [in] DM to use for Dirichlet boundaries

  • op_dirichlet – [out] Composite Dirichlet CeedOperator to add sub-operators to

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelBoundaryTractionDataFromOptions(Ratel ratel, PetscInt i, RatelBCTractionParams *params_traction)#

Read traction boundary conditions from options database.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • i – [in] Boundary index

  • params_traction – [out] Data structure to store traction data

PetscErrorCode RatelCeedAddBoundariesNeumann(Ratel ratel, DM dm, CeedOperator op_residual)#

Add Neumann boundary conditions to residual operator.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • dm – [in] DM to use for Neumann boundaries

  • op_residual – [out] Composite residual u term CeedOperator to add Neumann sub-operators

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelSetupSurfaceForceCentroids(Ratel ratel, DM dm)#

Setup surface force face centroid computation.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • dm – [in] DM with surface force faces

Returns:

An error code: 0 - success, otherwise - failure

static PetscErrorCode RatelMaterialPlatenContextRegisterFields(RatelMaterial material, CeedQFunctionContext ctx)#

Register material specific fields for platen boundary conditions CeedQFunctionContext

Not collective across MPI processes.

Parameters:

  • material – [in] RatelMaterial to setup platen context

  • ctx – [inout] CeedQFunctionContext for platen

Returns:

An error code: 0 - success, otherwise - failure

static PetscErrorCode RatelCeedPlatenContextCreate(RatelMaterial material, CeedScalar normal[3], CeedScalar center[3], CeedScalar distance[RATEL_MAX_BC_INTERP_POINTS], CeedScalar times[RATEL_MAX_BC_INTERP_POINTS], PetscInt num_times, RatelBCInterpolationType interpolation, CeedScalar gamma, CeedScalar friction, CeedInt face_id, CeedInt face_orientation, CeedQFunctionContext *ctx)#

Create libCEED CeedQFunctionContext for platen boundary conditions.

Not collective across MPI processes.

Parameters:

  • material – [in] RatelMaterial to setup platen context

  • normal – [in] Normal vector to platen surface

  • center – [in] Center of platen surface

  • distance – [in] Displacement of platen along normal

  • times – [in] Transition times between distances

  • num_times – [in] Number of transition times

  • interpolation – [in] Interpolation type for platen BC

  • gamma – [in] Nitsche’s method penalty parameter

  • friction – [in] Coefficient of friction for frictional contact

  • face_id – [in] DMPlex face domain id

  • face_orientation – [in] DMPlex face domain stratum value

  • ctx – [out] CeedQFunctionContext for platen

Returns:

An error code: 0 - success, otherwise - failure

static PetscErrorCode RatelMaterialPlatenContextCreate(RatelMaterial material, const char *platen_name, PetscInt face_id, PetscInt face_orientation, CeedQFunctionContext *ctx)#

Process command line options for platen boundary conditions.

Collective across MPI processes.

Parameters:

  • material – [in] RatelMaterial to setup platen context

  • platen_name – [in] const char * name of platen

  • face_id – [in] DMPlex face domain id

  • face_orientation – [in] DMPlex face domain stratum value

  • ctx – [out] CeedQFunctionContext for platen

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelMaterialCeedAddBoundariesPlatenNitsche(RatelMaterial material, CeedOperator op_residual, CeedVector u_dot_loc, CeedOperator op_jacobian)#

Add platen contact boundary conditions to the residual u term operator.

Collective across MPI processes.

Parameters:

  • material – [in] RatelMaterial context

  • op_residual – [out] Composite residual u term CeedOperator to add RatelMaterial sub-operator

  • u_dot_loc – [out] CeedVector for passive input velocity field

  • op_jacobian – [out] Composite Jacobian CeedOperator to add RatelMaterial sub-operator

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelMaterialSetupPlatenNitscheJacobianMultigridLevel(RatelMaterial material, DM dm_level, CeedVector m_loc, CeedOperator sub_op_jacobian_fine, CeedOperator op_jacobian_coarse, CeedOperator op_prolong, CeedOperator op_restrict)#

Setup multigrid level suboperator for RatelMaterial platen boundary conditions Jacobian.

Collective across MPI processes.

Parameters:

  • material – [in] RatelMaterial context

  • dm_level – [in] DMPlex for multigrid level to setup

  • m_loc – [in] CeedVector holding multiplicity

  • sub_op_jacobian_fine – [in] Fine grid Jacobian CeedOperator

  • op_jacobian_coarse – [inout] Composite Jacobian CeedOperator to add RatelMaterial suboperators

  • op_prolong – [inout] Composite prolongation CeedOperator to add RatelMaterial suboperators, unused but needed for compatable function signature

  • op_restrict – [inout] Composite restriction CeedOperator to add RatelMaterial suboperators, unused but needed for compatable function signature

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelCeedAddBoundariesPlatenPenalty(Ratel ratel, DM dm, CeedOperator op_residual, CeedVector u_dot_loc, CeedOperator op_jacobian)#
PetscErrorCode RatelMaterialSetupPlatenPenaltyJacobianMultigridLevel(RatelMaterial material, DM dm_level, CeedVector m_loc, CeedOperator sub_op_jacobian_fine, CeedOperator op_jacobian_coarse, CeedOperator op_prolong, CeedOperator op_restrict)#
PetscErrorCode RatelCeedAddBoundariesPressure(Ratel ratel, DM dm, CeedOperator op_residual, CeedOperator op_jacobian)#

Add pressure boundary conditions to residual and Jacobian operators.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • dm – [in] DM to use for pressure boundaries

  • op_residual – [out] Composite residual u term CeedOperator to add pressure sub-operators

  • op_jacobian – [out] Composite Jacobian CeedOperator to add pressure sub-operators

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelSetupPressureJacobianMultigridLevel(Ratel ratel, DM dm_level, CeedVector m_loc, CeedOperator op_jacobian_fine, CeedOperator op_jacobian_coarse)#

Setup multigrid level suboperators for RatelMaterial pressure boundary conditions Jacobian.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • dm_level – [in] DMPlex for multigrid level to setup

  • m_loc – [in] CeedVector holding multiplicity

  • op_jacobian_fine – [in] Fine grid Jacobian CeedOperator

  • op_jacobian_coarse – [inout] Composite Jacobian CeedOperator to add RatelMaterial suboperators

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelBoundingBoxParamsFromOptions(Ratel ratel, const char option_prefix[], const char name[], RatelBoundingBoxParams *bounding_box)#

Read bounding box from options.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • option_prefix – [in] Prefix for options

  • name – [in] Name of face

  • bounding_box – [out] Output bounding box

Returns:

An error code: 0 - success, otherwise - failure

PetscErrorCode RatelFaceLabelValueFromOptions(Ratel ratel, const char option_prefix[], const char name[], PetscInt *label_value)#

Read label value from options.

Collective across MPI processes.

Parameters:

  • ratel – [in] Ratel context

  • option_prefix – [in] Prefix for options

  • name – [in] Name of face

  • label_value – [out] Label value read from options

Returns:

An error code: 0 - success, otherwise - failure

RATEL_MAX_BC_INTERP_POINTS 256#

Maximum interpolation nodes for boundary conditions.

FLOPS_Platen_without_df1 (7 * FLOPS_Dot3 + 64)#
FLOPS_Jacobian_PlatenPenaltyBC (3 * FLOPS_Dot3 + FLOPS_Norm3 + 57)#
FLOPS_Jacobian_PressureBC 30#
struct RatelBCClampParams#
#include <boundary.h>

Clamp boundary condition context.

Public Members

CeedScalar translation[4 * RATEL_MAX_BC_INTERP_POINTS]#

Translation vectors.

CeedScalar rotation_axis[4 * RATEL_MAX_BC_INTERP_POINTS]#

Rotation axes.

CeedScalar rotation_polynomial[2 * RATEL_MAX_BC_INTERP_POINTS]#

Rotation polynomial coefficients.

CeedScalar times[RATEL_MAX_BC_INTERP_POINTS]#

Transition times.

CeedInt num_times#

Number of transition times.

RatelBCInterpolationType interpolation_type#

Type of interpolation between points.

CeedInt num_comp_u#

Number of components in field.

CeedScalar time#

Current solver time.

struct RatelBCSlipParams#
#include <boundary.h>

Slip boundary condition context.

Public Members

CeedScalar translation[4 * RATEL_MAX_BC_INTERP_POINTS]#

Translation vectors.

CeedScalar times[RATEL_MAX_BC_INTERP_POINTS]#

Transition times.

CeedInt num_times#

Number of transition times.

RatelBCInterpolationType interpolation_type#

Type of interpolation between points.

CeedInt components[4]#

Components to constrain.

CeedInt num_comp_slip#

Number of constrained components.

CeedInt num_comp_u#

Number of components in field.

CeedScalar time#

Current solver time.

struct RatelBCTractionParams#
#include <boundary.h>

Traction boundary condition context.

Public Members

CeedScalar direction[3 * RATEL_MAX_BC_INTERP_POINTS]#

Traction vector.

CeedScalar times[RATEL_MAX_BC_INTERP_POINTS]#

Transition times.

CeedInt num_times#

Number of transition times.

RatelBCInterpolationType interpolation_type#

Type of interpolation between points.

CeedScalar time#

Current solver time.

struct RatelBoundingBoxParams#
#include <bounding-box.h>
struct RatelBCPlatenParamsCommon#
#include <platen.h>

Common Platen BC data.

Public Members

CeedScalar normal[3]#

Exterior normal for platen.

CeedScalar center[3]#

Center of the platen.

CeedScalar distance[RATEL_MAX_BC_INTERP_POINTS]#

Displacement of the platen along normal vector.

CeedScalar times[RATEL_MAX_BC_INTERP_POINTS]#

Transition times.

CeedInt num_times#

Number of transition times.

RatelBCInterpolationType interpolation_type#

Type of interpolation between points.

CeedScalar gamma#

Nitsche’s method parameter.

CeedScalar f#

Coefficient of friction.

CeedInt face_id#

DM face id.

CeedInt face_domain_value#

DM face orientation.

struct RatelBCPlatenParams#
#include <platen.h>

Platen BC data, including material data.

Public Members

RatelBCPlatenParamsCommon platen#

Common platen data.

CeedScalar time#

Current solver time.

CeedScalar material[RATEL_MAX_MATERIAL_SIZE]#

Material data.

struct RatelBCPressureParams#
#include <pressure.h>

Pressure boundary condition context.

Public Members

CeedScalar pressure#

Pressure.

CeedScalar time#

Current solver time.

CeedScalar final_time#

Final solver time.