Povzetek
Model updating improves the correlation between the response of the real structure and the response of the finite-element (FE) model; however, the selection of the updating parameters (parametrization) is crucial for its success. Using full-field modal shapes, a large number of parameters can be updated, e.g., the Young’s moduli of all the finite elements; however, the structural response is not necessarily sensitive to an arbitrary parameter, making the optimization problem ill-conditioned. Additionally, the computation of the full sensitivity matrix is not feasible for relatively large FE models. Not all locations are equally important for model updating; at locations of the highest mechanical loads, more focus is required. In this research, the updating parameters are based on the curvature of the 3D full-field experimental shape, where locations with high curvature are associated with high sensitivity. The assumption is initially researched with the Euler–Bernoulli beam elements and second-order tetrahedrons. The proposed method is investigated on numerical and real experiments, where successful updating was confirmed. With the proposed parametrization and updating approach, a geometrically complex structure is parametrized and the parameters updated without significant user input, generalizing the model-updating procedure.
Ključne besede
FE model updating;interior point method;curvature-based parametrization;frequency-domain triangulation;
Podatki
Jezik: |
Angleški jezik |
Leto izida: |
2023 |
Tipologija: |
1.01 - Izvirni znanstveni članek |
Organizacija: |
UL FS - Fakulteta za strojništvo |
UDK: |
535:004.9(045) |
COBISS: |
130115331
|
ISSN: |
0888-3270 |
Št. ogledov: |
72 |
Št. prenosov: |
23 |
Ocena: |
0 (0 glasov) |
Metapodatki: |
|
Ostali podatki
Sekundarni jezik: |
Slovenski jezik |
Sekundarne ključne besede: |
modelno posodabljanje;metoda notranje točke;parametrizacija ukrivljenosti;triangulacija v frekvenčni domeni; |
Vrsta dela (COBISS): |
Članek v reviji |
Strani: |
str. 1-15 |
Zvezek: |
ǂVol. ǂ187 |
Čas izdaje: |
2023 |
DOI: |
10.1016/j.ymssp.2022.109927 |
ID: |
17147983 |