Selim Ercihan Toktaş

E-mail

stoktas@metu.edu.tr

Department

Department of Mechanical Engineering

ORCID

0000-0003-0873-145X

Scopus Author ID

57218421628

Web of Science Researcher ID

AAZ-9271-2020

MAGNETOELECTROELASTIC RESPONSE OF FUNCTIONALLY GRADED MULTIFERROIC COATINGS UNDER MOVING HERTZIAN CONTACT Toktaş, Selim Ercihan; Dağ, Serkan (2024-01-01) A multilayer approach is developed to solve the moving Hertzian contact problem involving a circular punch and a functionally graded multiferroic coating. The mathematical model constructed consists of arbitrary numbers of...
Mechanics of moving contacts involving functionally graded multiferroics Toktaş, Selim Ercihan; Dağ, Serkan (2023-01-01) This article introduces solution procedures for moving contacts involving functionally graded multiferroic coatings. A moving rigid punch of a flat or a triangular profile is assumed to be in contact with a multi-layer med...
Stresses in multi-layer coatings in Hertzian contact with a moving circular punch Toktaş, Selim Ercihan; Dağ, Serkan (2022-07-01) © 2022 Elsevier LtdThis article presents analytical solution procedures for moving Hertzian contact problems involving multi-layer and functionally graded coatings. A frictional circular punch is assumed to slide down the ...
Rastgele Derecelendirilmiş Kaplama ile Yarı-Dairesel Zımba Arasındaki Hareketli Temas Problemi Üzerine Toktaş, Selim Ercihan; Dağ, Serkan (2022-05-23)
Multi-layer model for moving contact problems of functionally graded coatings with general variations in physical properties Toktaş, Selim Ercihan; Dağ, Serkan (2022-04-01) This paper presents a multi-layer model for moving contact problems of functionally graded coatings whose physical properties have general spatial variations. The coating is assumed to be composed of an arbitrary number of...
Oblique surface cracking and crack closure in an orthotropic medium under contact loading Toktaş, Selim Ercihan; Dağ, Serkan (Elsevier BV, 2020-10-01) This article presents analytical methods for analysis of an inclined surface crack in an orthotropic medium subjected to contact loading. Governing partial differential equations are derived in accordance with plane theory...

Citation Formats