Craig bampton model reduction

조회 수: 14 (최근 30일)
Jorge Garcia Garcia
Jorge Garcia Garcia 2023년 6월 1일
댓글: Jorge Garcia Garcia 2023년 9월 21일
Hello all.
I have a pde model with the following characteristics:
PDESystemSize: 2
IsTimeDependent: 1
Geometry: [1×1 AnalyticGeometry]
EquationCoefficients: [1×1 CoefficientAssignmentRecords]
BoundaryConditions: [1×1 BoundaryConditionRecords]
InitialConditions: [1×1 InitialConditionsRecords]
Mesh: [1×1 FEMesh]
SolverOptions: [1×1 pde.PDESolverOptions]
and I need to use craig bampton method to reduce the system. I tried the function reduce
rom = reduce(ModelTwoDomains,'FrequencyRange',[0 1200]);
Due to the error "Incorrect number or types of inputs or outputs for function 'reduce'." I think the problem is that the model is not created as createpde('structural',...) I have also tried the function balred [~,info] = balred(modelTwoDomain) With the following error :
Incorrect number or types of inputs or outputs for function 'balred'.
I am not very sure how to perform this reduction.
Anyone can suggests me something? :S
Thanks again

채택된 답변

Nipun
Nipun 2023년 9월 21일
편집: Nipun 2023년 9월 21일
Hi Craig,
I understand that you are trying to reduce a PDE model using Balred and Reduce functionality. I assume that you are working with MATLAB R2023.
Note that balred and reduce are not recommended going forward. It is recommended to use reducespec for model order reduction. I assume that you are working with a sparse LTI model and require a balanced method reduction.
R = reducespec(modelTwoDomain, "balanced")
model = getrom(R, order = x)
You may replace 'x' with the required order of the model. Refer to section Input arguments for parameter details. Hope this helps
Regards,
Nipun
  댓글 수: 1
Jorge Garcia Garcia
Jorge Garcia Garcia 2023년 9월 21일
will give it a go! thanks!!!

댓글을 달려면 로그인하십시오.

추가 답변 (0개)

카테고리

Help CenterFile Exchange에서 PDE Solvers에 대해 자세히 알아보기

제품


릴리스

R2023a

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by