source: mauRepo/MolesManager/trunk/src/ea_model/iso_19107_2003_spatial_schema/geometry/coordinate_geometry/gm_cubicspline.py @ 8089

Subversion URL: http://proj.badc.rl.ac.uk/svn/ndg/mauRepo/MolesManager/trunk/src/ea_model/iso_19107_2003_spatial_schema/geometry/coordinate_geometry/gm_cubicspline.py@8089
Revision 8089, 3.9 KB checked in by mnagni, 8 years ago (diff)

Played with DOJO
New EA library
Addede CEDA_Process to the migration
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21from ea_model.iso_19107_2003_spatial_schema.geometry.coordinate_geometry.gm_polynomialspline import  GM_PolynomialSpline
22from ascore.utils import has_value
23
24'''
25Created on 14-Feb-2012 17:19:30
26
27@author: mnagni
28'''
29
30class GM_CubicSpline(GM_PolynomialSpline):
31    '''
32        Represents a data entity defined in a UML diagram and supposed to
33        be persisted in a relational database.
34 
35        This class has been genererated automatically using the Apache Velocity project.
36    '''
37    '''
38        Please note that any access to the inner attributes should be done using
39        the given get/set methods and NOT accessing them directly.
40    '''
41    def __init__(self):
42        self._gm_polynomialspline = GM_PolynomialSpline()       
43
44        self.numDerivativesAtEnd = None
45        self.curve = None
46        self.knot = []
47        self.interpolation = None
48        self.numDerivativesAtStart = None
49        self.degree = None
50        self.vectorAtStart = []
51        self.vectorAtEnd = []
52        self.numDerivativeInterior = None
53        self.controlPoints = None
54        super(GM_CubicSpline, self).__init__()
55
56    @property
57    def numDerivativesAtEnd(self):     
58        return self._gm_polynomialspline.numDerivativesAtEnd
59
60    @numDerivativesAtEnd.setter
61    def numDerivativesAtEnd(self, value):       
62            self._gm_polynomialspline.numDerivativesAtEnd = value
63
64    @property
65    def curve(self):   
66        return self._gm_polynomialspline.curve
67
68    @curve.setter
69    def curve(self, value):     
70            self._gm_polynomialspline.curve = value
71
72    @property
73    def knot(self):     
74        return self._gm_polynomialspline.knot
75
76    @knot.setter
77    def knot(self, value):     
78            self._gm_polynomialspline.knot = value
79
80    @property
81    def interpolation(self):   
82        return self._gm_polynomialspline.interpolation
83
84    @interpolation.setter
85    def interpolation(self, value):     
86            self._gm_polynomialspline.interpolation = value
87
88    @property
89    def numDerivativesAtStart(self):   
90        return self._gm_polynomialspline.numDerivativesAtStart
91
92    @numDerivativesAtStart.setter
93    def numDerivativesAtStart(self, value):     
94            self._gm_polynomialspline.numDerivativesAtStart = value
95
96    @property
97    def degree(self):   
98        return self._gm_polynomialspline.degree
99
100    @degree.setter
101    def degree(self, value):   
102            self._gm_polynomialspline.degree = value
103
104    @property
105    def vectorAtStart(self):   
106        return self._gm_polynomialspline.vectorAtStart
107
108    @vectorAtStart.setter
109    def vectorAtStart(self, value):     
110            self._gm_polynomialspline.vectorAtStart = value
111
112    @property
113    def vectorAtEnd(self):     
114        return self._gm_polynomialspline.vectorAtEnd
115
116    @vectorAtEnd.setter
117    def vectorAtEnd(self, value):       
118            self._gm_polynomialspline.vectorAtEnd = value
119
120    @property
121    def numDerivativeInterior(self):   
122        return self._gm_polynomialspline.numDerivativeInterior
123
124    @numDerivativeInterior.setter
125    def numDerivativeInterior(self, value):     
126            self._gm_polynomialspline.numDerivativeInterior = value
127
128    @property
129    def controlPoints(self):   
130        return self._gm_polynomialspline.controlPoints
131
132    @controlPoints.setter
133    def controlPoints(self, value):     
134            self._gm_polynomialspline.controlPoints = value
135
136    def __key(self):
137        return (self.numDerivativesAtEnd, self.curve, self.knot, self.interpolation, self.numDerivativesAtStart, self.degree, self.vectorAtStart, self.vectorAtEnd, self.numDerivativeInterior, self.controlPoints)
138
139    def __eq__(self, y):
140        '''
141        Cannot compare classes which do not define a "__key" attribute
142        '''
143        if hasattr(self, '_%s__key' % (type(self).__name__)) and hasattr(y, '_%s__key' % (type(y).__name__)):
144            return self.__key() == y.__key()
145        return id(self) == id(y)
146
147    def __hash__(self):
148        return hash(self.__key())
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