We investigate, by means of computer simulations, shapes of nonconvex bodies that maximize resistance to their motion through a rarefied medium, considering that the bodies are moving forward and at the same time slowly rotating. A two-dimensional geometric shape that confers to the body a resistance very close to the theoretical supremum value is obtained, which improves previous results. © 2009 Springer Science+Business Media, Inc.CEOCFCTECFFEDER/POCI 2010PTDC/MAT/72840/2006ECF PRODEP III/5.3/200
This paper contains results relating to billiards and their applications to various resistance optim...
The problem of minimum resistance is studied for a body moving with constant velocity in a rarefied ...
The problem of minimum resistance is studied for a body moving with constant velocity in a rarefied ...
We investigate, by means of computer simulations, shapes of nonconvex bodies that maximize resistanc...
A two-dimensional body, exhibiting a slight rotational movement, moves in a rarefied medium of parti...
A two-dimensional body, exhibiting a slight rotational movement, moves in a rarefied medium of parti...
This Demonstration shows a class of nonconvex bodies that maximize resistance as they move forward w...
A body moves in a medium composed of noninteracting point particles; the interaction of the particle...
A two-dimensional body moves through a rarefied medium; the collisions of the medium particles with ...
A two-dimensional body moves through a rarefied medium; the collisions of the medium particles with...
A two-dimensional body moves through a rarefied medium; the collisions of the medium particles with ...
A two-dimensional body moves through a rarefied medium; the collisions of the medium particles with ...
A two-dimensional body moves through a rarefied medium; the collisions of the medium particles with ...
A body moving in a rarefied medium of point fixed particles is considered. The center of mass of the...
Newton's problem of the body of minimal aerodynamic resistance is traditionally stated in the class ...
This paper contains results relating to billiards and their applications to various resistance optim...
The problem of minimum resistance is studied for a body moving with constant velocity in a rarefied ...
The problem of minimum resistance is studied for a body moving with constant velocity in a rarefied ...
We investigate, by means of computer simulations, shapes of nonconvex bodies that maximize resistanc...
A two-dimensional body, exhibiting a slight rotational movement, moves in a rarefied medium of parti...
A two-dimensional body, exhibiting a slight rotational movement, moves in a rarefied medium of parti...
This Demonstration shows a class of nonconvex bodies that maximize resistance as they move forward w...
A body moves in a medium composed of noninteracting point particles; the interaction of the particle...
A two-dimensional body moves through a rarefied medium; the collisions of the medium particles with ...
A two-dimensional body moves through a rarefied medium; the collisions of the medium particles with...
A two-dimensional body moves through a rarefied medium; the collisions of the medium particles with ...
A two-dimensional body moves through a rarefied medium; the collisions of the medium particles with ...
A two-dimensional body moves through a rarefied medium; the collisions of the medium particles with ...
A body moving in a rarefied medium of point fixed particles is considered. The center of mass of the...
Newton's problem of the body of minimal aerodynamic resistance is traditionally stated in the class ...
This paper contains results relating to billiards and their applications to various resistance optim...
The problem of minimum resistance is studied for a body moving with constant velocity in a rarefied ...
The problem of minimum resistance is studied for a body moving with constant velocity in a rarefied ...