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- Gerdineke J. Boertjens, Wim T. van Horssen
- SIAM Journal of Applied Mathematics
- 2000

- Wim T. van Horssen
- SIAM Journal of Applied Mathematics
- 1999

- Wim T. van Horssen
- SIAM Journal of Applied Mathematics
- 1999

In this paper, we consider a planar dynamical system with a piecewise linear function containing an arbitrary (but finite) number of dropping sections and approximating some continuous nonlinear function. Studying all possible local and global bifurcations of its limit cycles, we prove that such a piecewise linear dynamical system with k dropping sections… (More)

- Valery A. Gaiko, Wim T. van Horssen
- I. J. Bifurcation and Chaos
- 2009

- M. Rafei, Wim T. van Horssen
- Applied Mathematics and Computation
- 2014

- M. A. ZARUBINSKAYA, W. T. VAN HORSSEN
- 2005

In this paper we will study an improved elastic dissipation model for a cantilevered beam, where the damping is assumed to be proportional to the bending rate of the beam. For an earlier formulated dissipation model for the cantilevered beam it has been recently shown that damping will not always be generated. However, for the improved dissipation model it… (More)

- W. T. van Horssen, S. B. Waluya

- S. B. Waluya, W. T. van Horssen

Abstract. In this paper initial-boundary value problems for a string (a wave) equation are considered. One end of the string is assumed to be fixed and the other end of the string is attached to a dashpot system, where the damping generated by the dashpot system is assumed to be small, and is assumed to be proportional to the vertical and the angular… (More)