Online Catalog - Item information
Online Catalog - Item information
Philadelphia   University
Library & Information Resources
 

Technical   Services   Department
Online Catalog - Item Information
Date:27/05/24

 


Publication type: Article
Title: Machine Learning to Aid Tuning of Numerical Parameters in Topology Optimization
Author(s): Lynch,Matthew E. (Author) Sarkar,Soumalya (Author) Maute,Kurt (Author)
Source Journal Info. Title:Journal of Mechanical Design
Issue Number:2019/NOV V.141 N.11
Call No.:621.05 JMD
Location: References & Periodical Hall - 2nd floor
Physical Description: p 1-8
Subject Area: Engineering
Subject Terms:  Mechanical engineering   Engineering design 
Accession Number 178618
Abstract
Recent advances in design optimization have significant potential to improve the function of mechanical components and systems. Coupled with additive manufacturing, topology optimization is one category of numerical methods used to produce algorithmically generated optimized designs making a difference in the mechanical design of hardware currently being introduced to the market. ...

Abstract URL:https://asmedigitalcollection.asme.org/mechanicaldesign/article-abstract/141/11/114502/955325/Machine-Learning-to-Aid-Tuning-of-Numerical?redirectedFrom=fulltext
Philadelphia   University
Library & Information Resources
 

Technical   Services   Department
Online Catalog - Item Information
Date:27/05/24

 


Publication type: Article
Title: Multifidelity and Multiscale Bayesian Framework for High-Dimensional Engineering Design and Calibration
Author(s): Sarkar,Soumalya (Author) Mondal,Sudeepta (Author)
Source Journal Info. Title:Journal of Mechanical Design
Issue Number:2019/DEC V.141 N.12
Call No.:621.05 JMD
Location: References & Periodical Hall - 2nd floor
Physical Description: p 1-11
Subject Area: Engineering
Subject Terms:  Mechanical engineering   Engineering design 
Accession Number 178630
Abstract
This paper proposes a machine learning–based multifidelity modeling (MFM) and information-theoretic Bayesian optimization approach where the associated models can have complex discrepancies among each other. Advantages of MFM-based optimization over a single-fidelity surrogate, specifically under complex constraints, are discussed with benchmark optimization problems involving noisy data. ...

Abstract URL:https://asmedigitalcollection.asme.org/mechanicaldesign/article-abstract/141/12/121001/975244/Multifidelity-and-Multiscale-Bayesian-Framework?redirectedFrom=fulltext


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