Second-order sum-frequency wave diffraction by a truncated surface-piercing cylinder in bichromatic waves

This work considers the second-order sum-frequency diffraction problem for a stationary truncated surface-piercing circular cylinder in bichromatic waves. The solution method was based on a semianalytical formulation of the second-order sum-frequency diffraction potential. The boundary conditions were properly satisfied by introducing the “locked” and the “free” wave components of the nonlinear velocity potential. The method was validated by comparing the calculated results with numerical data previously reported by other authors. Particular attention was paid to the second-order sum-frequency heave forces and the change in the wave run-up configuration due to the existence of the lower fluid domain underneath the truncated cylinder.     

The role of Mediterranean short sea shipping in the EU transport chain: The case of Greece

The European Community has provided valuable support to short sea shipping through various programs and legislation. This paper analyses the situation while focusing on the Mediterranean Sea and suggests solutions for addressing the short sea shipping problems in this special region. The biggest challenge for all sides in the comingyears will be the replacement of the existing fleet. The study presented herein gives an insightful and collective picture of the situation, while focusing on the Greek owned short sea vessels.     

Second-order hydrodynamic effects on an arrangement of two concentric truncated vertical cylinders

The second-order diffraction problem by a piston-like arrangement that consists of two concentric surface piercing cylinders is considered. The developed matched axisymmetric eigenfunction expansion solution methodology in cylindrical co-ordinates is based on the semi-analytical formulation of the velocity potentials in the various fluid regions which are defined by the geometry of the two-body arrangement. The main difficulty associated with the specific configuration originates from the fact that the geometry defines two fluid regions that extend up to the free surface in which the inhomogeneous second-order free surface boundary condition has to be fulfilled. To this end the associated velocity potentials in these regions are decomposed into a number of components defining the so-called ‘free’ and ‘locked’ waves. The latter are calculated by solving the resulting Sturm–Liouville problems. The seek second-order velocity potential in the whole fluid domain is then derived by enforcing matching conditions for the radial velocities and the fluid pressures at the cylindrical boundaries of adjacent fluid domains. Numerical results concerning the second-order hydrodynamic loading and the wave run-up on the cylinders are given, whereas special attention is given at incident wave frequency regions where the first-order exciting wave forces attain maximum values due to the resonant fluid motions in the moonpool.     

Evaluating alternative scenarios for high-speed rail investment in Greece

Introducing High-Speed Rail services along the two main corridors in Greece is expected to change the total scene of interurban transport. The present paper considers the effects of the high-speed rail investment plan against this background. It applies a three-fold evaluation process in order to assess the transport potential and the economic and other impacts of the investment. Alternative scenarios are considered with respect to construction period and pricing of the new high-speed services.