Dynamic History-Dependent Hemivariational Inequalities Controlled by Evolution Equations with Application to Contact Mechanics

Author:

Zeng ShengdaORCID,Migórski Stanisław

Publisher

Springer Science and Business Media LLC

Subject

Analysis

Reference43 articles.

1. Banks, H.T., Pinter, G.A., Potter, L.K., Munoz, B.C., Yanyo, L.C.: Estimation and control related issues in smart material structure and fluids. In: Caccetta, L., et al. (eds.) Optimization Techniques and Applications, pp. 19–34. Curtain University Press (1998)

2. Banks, H.T., Pinter, G.A., Potter, L.K., Gaitens, J.M., Yanyo, L.C.: Modeling of quasistatic and dynamic load responses of filled viscoelastic materials. In: Cumberbatch, E., Fitt, A. (eds.) Mathematical Modeling: Case Studies from Industry, Chapter 11, pp. 229–252. Cambridge University Press (2011)

3. Banks, H.T., Hu, S., Kenz, Z.R.: A brief review of elasticity and viscoelasticity for solids. Adv. Appl. Math. Mech. 3, 1–51 (2011)

4. Bartosz, K.: Hemivariational inequalities modeling dynamic contact problems with adhesion. Nonlinear Anal. Theory Methods and Appl. 71, 1747–1762 (2009)

5. Chau, O., Shillor, M., Sofonea, M.: Dynamic frictionless contact with adhesion. Z. Angew. Math. Phys. 55, 32–47 (2004)

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