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Title

SHAPE OPTIMIZATION VIA DEVELOPMENT OF BALL SPINE ALGORITHM TO HEAT CONDUCTION PROBLEMS

Writers

ZIAI A.

Pages

 Start Page | End Page

Abstract

 IN THIS PAPER, AN ITERATIVE PHYSICAL-BASED INVERSE METHOD NAMED BALL SPINE ALGORITHM (BSA) IS DEVELOPED FOR SOLVING INVERSE HEAT CONDUCTION PROBLEMS. SHAPE OPTIMIZATION FIELD OF STUDY REFERS TO SPECIAL PROBLEMS IN WHICH RESEARCHERS ARE INTERESTED IN DESIGNING CONFIGURATION OF THE BODY SUCH THAT ITS SURFACE SATISFIES A PRESCRIBED FUNCTION. THE INVERSE PROBLEM IS DESCRIBED AS A HEAT SOURCE EMBEDDED WITHIN A SOLID MEDIUM WITH KNOWN TEMPERATURE DISTRIBUTION. THE OBJECT IS FINDING A BODY CONFIGURATION SATISFYING A PRESCRIBED HEAT FLUX ORIGINATED FROM A HEAT SOURCE ALONG THE OUTER SURFACE OF THE BODY. RESULTS SHOW THAT THE PROPOSED METHOD IS SO ROBUST AND IT HAS A TRULY LOW COMPUTATIONAL COST ACCOMPANIED WITH HIGH CONVERGENCE RATE.

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