Stripe-Based Fragility Analysis of Concrete Bridge Classes Using Machine Learning Techniques

07/25/2018
by   Sujith Mangalathu, et al.
0

A framework for the generation of bridge-specific fragility utilizing the capabilities of machine learning and stripe-based approach is presented in this paper. The proposed methodology using random forests helps to generate or update fragility curves for a new set of input parameters with less computational effort and expensive re-simulation. The methodology does not place any assumptions on the demand model of various components and helps to identify the relative importance of each uncertain variable in their seismic demand model. The methodology is demonstrated through the case studies of multi-span concrete bridges in California. Geometric, material and structural uncertainties are accounted for in the generation of bridge models and fragility curves. It is also noted that the traditional lognormality assumption on the demand model leads to unrealistic fragility estimates. Fragility results obtained the proposed methodology curves can be deployed in risk assessment platform such as HAZUS for regional loss estimation.

READ FULL TEXT

page 27

page 31

research
04/21/2023

Probabilistic selection and design of concrete using machine learning

Development of robust concrete mixes with a lower environmental impact i...
research
06/21/2021

Aggregated functional data model applied on clustering and disaggregation of UK electrical load profiles

Understanding electrical energy demand at the consumer level plays an im...
research
09/05/2022

A Robust Learning Methodology for Uncertainty-aware Scientific Machine Learning models

Robust learning is an important issue in Scientific Machine Learning (Sc...
research
01/26/2022

Flexible domain prediction using mixed effects random forests

This paper promotes the use of random forests as versatile tools for est...
research
07/25/2018

Skew Adjustment Factors for Fragilities of California Box-Girder Bridges Subjected to Near-Fault and Far-Field Ground Motions

Past reconnaissance studies revealed that bridges close to active faults...
research
11/10/2021

A K-function for inhomogeneous random measures with geometric features

This paper introduces a K-function for assessing second-order properties...
research
02/28/2023

Safe peeling for l0-regularized least-squares with supplementary material

We introduce a new methodology dubbed “safe peeling” to accelerate the r...

Please sign up or login with your details

Forgot password? Click here to reset