The drag coefficient, $C_{\rm D}$, of an arbitrary shaped object can be calculated by two-dimensional hydrodynamic cellular automata. Results spanning nearly four orders of magnitude in the Reynolds number ($0.1 < {\rm Re} < 10^{3}$) are presented for a simple, hexagonal object, and good quantitative agreement with previous experiments on cylinders is obtained
A review of cellular automaton fluids, which are the class of cellular automata used in describing f...
<div><p>An expression was developed for prediction of drag coefficients for any spherical particle, ...
The article deals with comparison of drag and lift coefficients for simple two-dimensional objects, ...
The drag coefficient, $C_{\rm D}$, of an arbitrary shaped object can be calculated by two-dimensiona...
Although the flow around a sphere is a problem well-understood at all ranges of Reynolds number, the...
This paper compares the results of a relatively new computational fluid dynamics method, cellular au...
A fair curve with exceptional properties, called the log-aesthetic curves (LAC) has been extensively...
A number of spheres of different radii and masses have been dropped in liquid helium I and II, liqui...
At the beginning of the second half of the twentieth century, Proudman and Pearson (J. Fluid. Mech.,...
A model for the hydrodynamic drag force on a steadily translating circular cylinder was studied for ...
A cellular automaton (CA) formulation is devised to simulate 2-dimensional Rayleigh-Benard convectio...
The calculation of the drag force is a fundamental requirement in the design of any submerged system...
The Lattice Boltzmann approach for fluid dynamics is used to compute the drag force on various types...
Abstract: The article deals with comparison of drag and lift coefficients for simple two-dimensional...
The variation in the drag coefficient for low-Reynolds-number flow past rings orient-ated normal to ...
A review of cellular automaton fluids, which are the class of cellular automata used in describing f...
<div><p>An expression was developed for prediction of drag coefficients for any spherical particle, ...
The article deals with comparison of drag and lift coefficients for simple two-dimensional objects, ...
The drag coefficient, $C_{\rm D}$, of an arbitrary shaped object can be calculated by two-dimensiona...
Although the flow around a sphere is a problem well-understood at all ranges of Reynolds number, the...
This paper compares the results of a relatively new computational fluid dynamics method, cellular au...
A fair curve with exceptional properties, called the log-aesthetic curves (LAC) has been extensively...
A number of spheres of different radii and masses have been dropped in liquid helium I and II, liqui...
At the beginning of the second half of the twentieth century, Proudman and Pearson (J. Fluid. Mech.,...
A model for the hydrodynamic drag force on a steadily translating circular cylinder was studied for ...
A cellular automaton (CA) formulation is devised to simulate 2-dimensional Rayleigh-Benard convectio...
The calculation of the drag force is a fundamental requirement in the design of any submerged system...
The Lattice Boltzmann approach for fluid dynamics is used to compute the drag force on various types...
Abstract: The article deals with comparison of drag and lift coefficients for simple two-dimensional...
The variation in the drag coefficient for low-Reynolds-number flow past rings orient-ated normal to ...
A review of cellular automaton fluids, which are the class of cellular automata used in describing f...
<div><p>An expression was developed for prediction of drag coefficients for any spherical particle, ...
The article deals with comparison of drag and lift coefficients for simple two-dimensional objects, ...
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