DDM-Based Response Sensitivity Computation Tcl Commands:: Difference between revisions

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::: <h3>[[Concrete01 Command ]]</h3>
::: <h3>[[Concrete01 Command ]]</h3>
::: This command is used to construct a uniaxial Kent-Scott-Park concrete material object with degraded linear unloading/reloading stiffness according to the work of Karsan-Jirsa and no tensile strength (refer to http://peer.berkeley.edu).  
::: This command is used to construct a uniaxial Kent-Scott-Park concrete material object with degraded linear unloading/reloading stiffness according to the work of Karsan-Jirsa and no tensile strength (refer to http://peer.berkeley.edu).  


::: <h3>[[Steel01 Command]]</h3>
::: <h3>[[Steel01 Command]]</h3>
Line 66: Line 65:




::: <h3>[[Steel01 Command]]</h3>
 
::: This command is used to construct a uniaxial bilinear steel material object with kinematic hardening and optional isotropic hardening described by a non-linear evolution equation (refer to http://peer.berkeley.edu).
::<h2>[[nDmaterial commands]]</h2>   
::<h2>[[nDmaterial commands]]</h2>   
:: Currently, only one multi-axial material model has been extended for DDM-based FE response sensitivity computation.  
:: Currently, only one multi-axial material model has been extended for DDM-based FE response sensitivity computation.  


::: <h3>[[MultiYieldSurfaceClay Command]]</h3>
::: <h3>[[MultiYieldSurfaceClay Command]]</h3>
::: The ‘MultiYieldSurfaceClay’ is an elastic-plastic material in which plasticity exhibits only in the deviatoric stress-strain response. The volumetric stress-strain response is linear-elastic and is independent of the deviatoric response. This material is implemented to simulate monotonic or cyclic response of materials whose shear behavior is pressure independent. Such materials include, for example, organic soils or clay under fast (undrained) loading conditions.  
::: The ‘MultiYieldSurfaceClay’ is an elastic-plastic material in which plasticity exhibits only in the deviatoric stress-strain response. The volumetric stress-strain response is linear-elastic and is independent of the deviatoric response. This material is implemented to simulate monotonic or cyclic response of materials whose shear behavior is pressure independent. Such materials include, for example, organic soils or clay under fast (undrained) loading conditions.
This material is available for sensitivity computation in both 2-D and 3-D models. It is another version of PressureIndependMultiYield material. However there are three differences between this model and PressureIndependMultiYield:
1. This model uses the consistent tangent modulus instead of the continuum tangent modulus.
::: This material is available for sensitivity computation in both 2-D and 3-D models. It is another version of PressureIndependMultiYield material. However there are three differences between this model and PressureIndependMultiYield:
2. This model does not support the ‘updateMaterialStage’ command.  
::: 1. This model uses the consistent tangent modulus instead of the continuum tangent modulus.
3. This model does not support further discretization of the strain increment in each iteration.
::: 2. This model does not support the ‘updateMaterialStage’ command.  
::: 3. This model does not support further discretization of the strain increment in each iteration.
 
<!--        Section Commands        -->
<h1>Section Commands</h1>
 
::<h2>[[section commands ]]</h2> 
:: Currently, only two cross-section models and the section aggregator have been extended for DDM-based FE response sensitivity computation.
 
::: <h3>[[Fiber Command]]</h3>
::: Both 2-D and 3-D fiber sections are available for response sensitivity computation.
 
 
::: <h3>[[Aggregator Command]]</h3>
::: This command is used to construct a SectionAggregator object which groups previously-defined UniaxialMaterial objects into a single section force-deformation model.
 
 
<!--        Element Commands        -->
<h1>Element Commands</h1>
 
::<h2>[[element commands ]]</h2> 
:: Currently, several element types have been extended for DDM-based FE response sensitivity computation.
 
::: <h3>[[dispBeamColumnWithSensitivity Command]]</h3>
::: This command is used to construct a 2-D or 3-D distributed-plasticity displacement-based beam-column (frame) element.
 
::: <h3>[[quadWithSensitivity Command]]</h3>
::: This command is used to construct a 2D four-node quadrilateral element object based on a bilinear isoparametric formulation.
 
::: <h3>[[bbarBrickWithSensitivity Command]]</h3>
::: This command is used to construct an eight-node 3D brick element object based on a trilinear isoparametric formulation.
 
 
 
<!--        Constraint Commands        -->
<h1>Constraint Commands</h1>
 
::<h2>[[constraints commands ]]</h2> 
:: Currently, several element types have been extended for DDM-based FE response sensitivity computation.
 
::: <h3>[[Transformation Command]]</h3>
::: This command is used to construct a multi-point constraint handler based on the transformation equation method.

Revision as of 02:01, 13 March 2011

Created by: Quan Gu(UCSD), Joel P. Conte(UCSD), Michele Barbato(LSU), Yong Li (UCSD)


Return to Sensitivity Analysis User Page






Introduction

The following Analysis commands are added to the interpreter to create the Analysis and perform the analysis:


General Commands

reliability Command

This command creates the reliability domain in which the sensitivity, reliability and optimization components are kept. This reliability domain is parallel to the finite element (FE) domain in OpenSees. Currently, the commands for stand-alone sensitivity analysis (e.g., sensitivityIntegrator, sensitivityAlgorithm) are set in the reliability domain only and, thus, the ‘reliability’ command must be used before any stand-alone sensitivity analysis.

parameter Command

In DDM-based FE response sensitivity analysis, the sensitivity parameters can be material, geometry or discrete loading parameters.

addToParameter Command

In case that more objects (e.g., element, section) are mapped to an existing parameter, the following command can be used to relate these additional objects to the specific parameter.

updateParameter Command

Once the parameters in FE model are defined, their value can be updated.

sensitivityIntegrator Command

Define the sensitivity integrator.

sensitivityAlgorithm Command

Define the sensitivity algorithm.

recorder Command

To record the nodal response and response sensitivity.

Material Commands

UniaxialMaterial Commands

Several uniaxial materials are available for DDM-based FE response sensitivity computation.

SteelMP Command

This command is used to construct a uniaxial Menegotto-Pinto steel material object.

SmoothPSConcrete Command

This command is used to construct a uniaxial smoothed Popovics-Saenz concrete material object.

UniaxialJ2Plasticity Command

This command is used to construct a uniaxial J2 Plasticity material object with isotropic and kinematic hardening.

Hardening Command

This command is used to construct a uniaxial material object with combined linear kinematic and isotropic hardening.

Concrete01 Command

This command is used to construct a uniaxial Kent-Scott-Park concrete material object with degraded linear unloading/reloading stiffness according to the work of Karsan-Jirsa and no tensile strength (refer to http://peer.berkeley.edu).

Steel01 Command

This command is used to construct a uniaxial bilinear steel material object with kinematic hardening and optional isotropic hardening described by a non-linear evolution equation (refer to http://peer.berkeley.edu).

Elastic Command

This command is used to construct a linear elastic uniaxial material object (with optional material damping).


nDmaterial commands

Currently, only one multi-axial material model has been extended for DDM-based FE response sensitivity computation.

MultiYieldSurfaceClay Command

The ‘MultiYieldSurfaceClay’ is an elastic-plastic material in which plasticity exhibits only in the deviatoric stress-strain response. The volumetric stress-strain response is linear-elastic and is independent of the deviatoric response. This material is implemented to simulate monotonic or cyclic response of materials whose shear behavior is pressure independent. Such materials include, for example, organic soils or clay under fast (undrained) loading conditions.
This material is available for sensitivity computation in both 2-D and 3-D models. It is another version of PressureIndependMultiYield material. However there are three differences between this model and PressureIndependMultiYield:
1. This model uses the consistent tangent modulus instead of the continuum tangent modulus.
2. This model does not support the ‘updateMaterialStage’ command.
3. This model does not support further discretization of the strain increment in each iteration.

Section Commands

section commands

Currently, only two cross-section models and the section aggregator have been extended for DDM-based FE response sensitivity computation.

Fiber Command

Both 2-D and 3-D fiber sections are available for response sensitivity computation.


Aggregator Command

This command is used to construct a SectionAggregator object which groups previously-defined UniaxialMaterial objects into a single section force-deformation model.


Element Commands

element commands

Currently, several element types have been extended for DDM-based FE response sensitivity computation.

dispBeamColumnWithSensitivity Command

This command is used to construct a 2-D or 3-D distributed-plasticity displacement-based beam-column (frame) element.

quadWithSensitivity Command

This command is used to construct a 2D four-node quadrilateral element object based on a bilinear isoparametric formulation.

bbarBrickWithSensitivity Command

This command is used to construct an eight-node 3D brick element object based on a trilinear isoparametric formulation.


Constraint Commands

constraints commands

Currently, several element types have been extended for DDM-based FE response sensitivity computation.

Transformation Command

This command is used to construct a multi-point constraint handler based on the transformation equation method.