Numerical computation of H? optimal performance

Numerical Computation of Optimal Navigation Functions on a Simplicial Complex

This paper presents a general approach to computing optimal feedback motion strategies for a holonomic or nonholonomic robot in a static workspace. The proposed algorithm synthesizes a numerical navigation function deened by interpolation in a simplicial complex. The computation progresses much in the same way as Dijkstra's algorithm for graphs; however, the proposed approach applies to continu...

High performance computation for direct numerical and large eddy simulation

This paper focusses on high order compact schemes for direct numerical simulation (dns) and large eddy simulation (les) for flow separation, transition, tip vortex, and flow control. We discuss the fundamental issues of high quality grid generation, high order schemes for curvilinear coordinates, the cfl condition for complex geometry, and high-order weighted compact schemes for shock capturing...

Numerical Computation of Rectangular

Numerical Computation of Canards

Singularly perturbed systems of ordinary differential equations arise in many biological, physical and chemical systems. We present an example of a singularly perturbed system of ordinary differential equations that arises as a model of the electrical potential across the cell membrane of a neuron. We describe two periodic solutions of this example that were numerically computed using continuat...

Computation of the NMR Parameters of H-Capped (10,0) and (5,5) Single-Walled SiC Nanotubes

Geometrical structure, nuclear magnetic resonance (N1,1It) chemical shielding tensors, and chemical shiftsof silicon and carbon nucler are investigated for twn infinite size zigzag and armchair single-walled siliconcarbide nanotabes (SiCNTs). Geometrical structures of SieNTs, Sit bonds and bond angles of St and Cvertices in both zigzag and armchair nanotubes, Indicate that bond lengths are appr...