We study the dynamics of a two- degree-offreedom (pitch and plunge) aeroelastic system where the aerodynamic forces are modeled as a piecewise linear function of the ...

We recreate the structure and function of neural systems in silicon using very large scale integration (VLSI) complementary metal-oxide-semiconductor (CMOS) technology. To ...

A two-dimensional dynamics model for the motion of fibers in an accelerating laminar air flow is presented. Nonlinear model equations for each fiber include effects of ...

Stokesian Dynamics, a method developed by Brady and Bossis in the 80s, simulate the 3D motion of hydrodynamically interacting spheres at low Reynolds numbers. The present ...

An introductory book to the world of fractal sets suitable for any reader with basic knowledge in mathematics. The author makes a clear exposition of many of the basic ...

Theoretical details necessary to calculate arbitrary-order correction terms to vibrational-rotational energies and wave functions in Rayleigh-Schrödinger perturbation theory ...

Recently, computer algebra systems, such as MathCad, Mathematica, and Maple, have been adapted to facilitate learning in the quantum mechanics portion of physical chemistry. ...

We compute activity coefficients of a solvating component that forms a bimolecular complex. In the first notebook, we show calculation of activity coefficients where only ...

Chlorite-iodide-malonic acid (CIMA) reaction gives rise to temporal oscillations. Governing equations and reaction scheme can be found in: (1) I. R. Epstein and J. A. Pojman, ...

Why is teaching general relativity so difficult? It's not only a theory of gravity; it is a theory of the structure of space and tiem, and hence a theory of the dynamics of ...