The Bayesian metric was used to select the best available response surface in the literature. One of the major drawbacks of this method is the lack of a rigorous method to quantify data uncertainty, which is required as an input. In addition, the accuracy of any response surface is inherently unpredictable. This paper employs the Gaussian process based model bias correction method to quantify the data uncertainty and subsequently improve the accuracy of a response surface model. An adaptive response surface updating algorithm is then proposed for a large-scale problem to select the best response surface. The proposed methodology is demonstrated by a mathematical example and then applied to a vehicle design problem
The Bayesian support vector regression (BSVR) metamodel is widely used in various engineering fields...
The problem of updating a structural model and its associated uncertainties by utilizing structural ...
The Bhattacharyya distance has been developed as a comprehensive uncertainty quantification metric b...
Paper presented to the 7th Annual Symposium on Graduate Research and Scholarly Projects (GRASP) held...
Response surface method is a convenient tool to assess reliability for a wide range of structural me...
Response surface methodology has been used in the optimum design and reliability design. However, th...
Deterministic model updating is now a mature technology widely applied to large-scale industrial str...
Bayesian statistics can be used to update previously obtained information regarding parameters of pr...
The efficient propagation of imprecise probabilities through expensive simulators has emerged to be ...
Deterministic model updating is now a mature technology widely applied to large-scale industrial str...
Dual response surface methodology (Vining and Myers [40]) has been successfully used as a cost-effec...
The need for surrogate models and adaptive methods can be best appreciated if one is interested in p...
Existing response surface techniques do not cope well with multi-model selection. We introduce a mul...
Abstract The Bhattacharyya distance has been developed as a comprehensive uncertainty...
Significant research on experiment-based black-box optimization using Bayesian optimization techniqu...
The Bayesian support vector regression (BSVR) metamodel is widely used in various engineering fields...
The problem of updating a structural model and its associated uncertainties by utilizing structural ...
The Bhattacharyya distance has been developed as a comprehensive uncertainty quantification metric b...
Paper presented to the 7th Annual Symposium on Graduate Research and Scholarly Projects (GRASP) held...
Response surface method is a convenient tool to assess reliability for a wide range of structural me...
Response surface methodology has been used in the optimum design and reliability design. However, th...
Deterministic model updating is now a mature technology widely applied to large-scale industrial str...
Bayesian statistics can be used to update previously obtained information regarding parameters of pr...
The efficient propagation of imprecise probabilities through expensive simulators has emerged to be ...
Deterministic model updating is now a mature technology widely applied to large-scale industrial str...
Dual response surface methodology (Vining and Myers [40]) has been successfully used as a cost-effec...
The need for surrogate models and adaptive methods can be best appreciated if one is interested in p...
Existing response surface techniques do not cope well with multi-model selection. We introduce a mul...
Abstract The Bhattacharyya distance has been developed as a comprehensive uncertainty...
Significant research on experiment-based black-box optimization using Bayesian optimization techniqu...
The Bayesian support vector regression (BSVR) metamodel is widely used in various engineering fields...
The problem of updating a structural model and its associated uncertainties by utilizing structural ...
The Bhattacharyya distance has been developed as a comprehensive uncertainty quantification metric b...