Library of Assembled Shared Sources
equation_policy.h
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1/** @file
2 * @author Bram de Greve (bram@cocamware.com)
3 * @author Tom De Muer (tom@cocamware.com)
4 *
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22 * The Initial Developer of the Original Code is Bram de Greve and Tom De Muer.
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41 */
42
43
44
45/** @defgroup EquationPolicy EquationPolicy
46 * @brief policies to specify how some primitives are modeled and implemented.
47 * @author Bram de Greve
48 * @date 2003
49 *
50 * Some primitives, like 3D planes and 2D lines, you can model in one that more way.
51 * Typically, you can use the cartesian equation or a parametric equation. You can
52 * use these policies to select one. A third model combines both the cartesian and
53 * the parametric equation.
54 *
55 * @note These polices are only place holders, selectors. It means they are empty
56 * classes, and will select the real model when used.
57 *
58 *
59 * The content of the policies are rather implementation details, clients shouldn't
60 * worry about it.
61 */
62
63/** @class lass::prim::Cartesian
64 * @ingroup EquationPolicy
65 * @brief policy for an implementation based on the cartesian equation.
66 * @author Bram de Greve [BdG]
67 */
68
69/** @class lass::prim::Parametric
70 * @ingroup EquationPolicy
71 * @brief policy for an implementation based on the parametric equation.
72 * @author Bram de Greve [BdG]
73 */
74
75/** @class lass::prim::Combined
76 * @ingroup EquationPolicy
77 * @brief policy for an implementation based on both the cartesian and parametric equation.
78 * @author Bram de Greve [BdG]
79 */
80
81#ifndef LASS_GUARDIAN_OF_INCLUSION_PRIM_EQUATION_POLICY_H
82#define LASS_GUARDIAN_OF_INCLUSION_PRIM_EQUATION_POLICY_H
83
84#include "prim_common.h"
85
86namespace lass
87{
88namespace prim
89{
90
92{
93};
94
96{
97};
98
100{
101};
102
103
104}
105
106}
107
108#endif
109
110// EOF
set of geometrical primitives
Definition aabb_2d.h:81
Library for Assembled Shared Sources.
Definition config.h:53
policy for an implementation based on the cartesian equation.
policy for an implementation based on both the cartesian and parametric equation.
policy for an implementation based on the parametric equation.