Display Abstract
Title Positive periodic solutions for a second order ODE related with valveless pumping
Name Jose Angel Cid Araujo
Country Spain
Email angelcid@uvigo.es
Co-Author(s) G. Infante, M. Tvrdy and M. Zima
Submit Time 2014-02-24 11:58:01
Session
Special Session 34: Variational methods for discrete and continuous boundary value problems (with applications)
Contents
We will give sufficient conditions for the existence of positive periodic solutions for $ x''(t)+ax'(t)=r(t)x^{\alpha}(t)-s(t)x^{\beta}(t)$ by means of topological arguments. Our main motivation comes from a problem related with the valveless pumping phenomenon [see J. A. Cid, G. Propst and M. Tvrdy, On the pumping effect in a pipe/tank flow configuration with friction, to appear in Phys. D].
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