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revision 4365 by mdittmar, Fri Sep 15 14:41:45 2017 UTC revision 4366 by mdittmar, Wed Sep 20 18:13:32 2017 UTC
# Line 215  Line 215 
215        <tr>        <tr>
216          <td align="right"><b>Date</b></td>          <td align="right"><b>Date</b></td>
217          <td> : </td>          <td> : </td>
218          <td>2017-09-15T10:37:26</td>          <td>2017-09-20T14:04:26</td>
219        </tr>        </tr>
220        <tr>        <tr>
221          <td align="right"><b>Version</b></td>          <td align="right"><b>Version</b></td>
# Line 1863  Line 1863 
1863          </tr>          </tr>
1864          <tr>          <tr>
1865            <td class="info-title">description</td>            <td class="info-title">description</td>
1866            <td class="feature-detail" colspan="1">PolyCoeff1D contains the parameters for one individual term in a 1-dimensional polynomial transformation.</td>            <td class="feature-detail" colspan="1">PolyCoeff1D contains the parameters for one individual term in a polynomial transformation from a 1-dimensional coordinate
1867                to an n-dimensional one (0&lt;n&lt;4); the target axis index is provided by attribute targetAxis.
1868              </td>
1869          </tr>          </tr>
1870          <tr>          <tr>
1871            <td colspan="2">            <td colspan="2">
# Line 1966  Line 1968 
1968          </tr>          </tr>
1969          <tr>          <tr>
1970            <td class="info-title">description</td>            <td class="info-title">description</td>
1971            <td class="feature-detail" colspan="1">PolyCoeff2D contains the parameters for one individual term in a 2-dimensional polynomial transformation.</td>            <td class="feature-detail" colspan="1">PolyCoeff2D contains the parameters for one individual term in a polynomial transformation from a 2-dimensional coordinate
1972                to an n-dimensional one (0&lt;n&lt;4); the target axis index is provided by attribute targetAxis.
1973              </td>
1974          </tr>          </tr>
1975          <tr>          <tr>
1976            <td colspan="2">            <td colspan="2">
# Line 2089  Line 2093 
2093          </tr>          </tr>
2094          <tr>          <tr>
2095            <td class="info-title">description</td>            <td class="info-title">description</td>
2096            <td class="feature-detail" colspan="1">PolyCoeff3D contains the parameters for one individual term in a 3-dimensional polynomial transformation.</td>            <td class="feature-detail" colspan="1">PolyCoeff3D contains the parameters for one individual term in a polynomial transformation from a 3-dimensional coordinate
2097                to an n-dimensional one (0&lt;n&lt;4); the target axis index is provided by attribute targetAxis.
2098              </td>
2099          </tr>          </tr>
2100          <tr>          <tr>
2101            <td colspan="2">            <td colspan="2">
# Line 2232  Line 2238 
2238          </tr>          </tr>
2239          <tr>          <tr>
2240            <td class="info-title">description</td>            <td class="info-title">description</td>
2241            <td class="feature-detail" colspan="1">1-dimensional polynomial transformation: targetValue = sum (value[i] * nativeValue**order[i]), where the scalars and exponents            <td class="feature-detail" colspan="1">Polynomial transformation from a 1-dimensional coordinate value: targetValue = sum (value[i] * nativeValue**order[i]), where
2242              are provided by the PolyCoeff1D objects.              the scalars and exponents are provided by the PolyCoeff1D objects. The targetValue may be n-dmensional (0&lt;n&lt;4); its axis numbers
2243                are also included in the PolyCoeff1D object.
2244            </td>            </td>
2245          </tr>          </tr>
2246          <tr>          <tr>
# Line 2299  Line 2306 
2306          </tr>          </tr>
2307          <tr>          <tr>
2308            <td class="info-title">description</td>            <td class="info-title">description</td>
2309            <td class="feature-detail" colspan="1">2-dimensional to 1-dimensional polynomial transformation:  targetValue = sum (value[i] * nativeValue[1]**order1[i] * nativeValue[2]**order2[i]),            <td class="feature-detail" colspan="1">2-dimensional to n-dimensional polynomial transformation:  targetValue = sum (value[i] * nativeValue[1]**order1[i] * nativeValue[2]**order2[i]),
2310              where the scalars and exponents are provided by the PolyCoeff2D objects.              where the scalars and exponents are provided by the PolyCoeff2D objects. The targetValue may be n-dmensional (0&lt;n&lt;4); its
2311                axis numbers are also included in the PolyCoeff1D object.
2312            </td>            </td>
2313          </tr>          </tr>
2314          <tr>          <tr>
# Line 2366  Line 2374 
2374          </tr>          </tr>
2375          <tr>          <tr>
2376            <td class="info-title">description</td>            <td class="info-title">description</td>
2377            <td class="feature-detail" colspan="1">3-dimensional to 1-dimensional polynomial transformation:  targetValue = sum (value[i] * nativeValue[1]**order1[i] * nativeValue[2]**order2[i]            <td class="feature-detail" colspan="1">3-dimensional to n-dimensional polynomial transformation:  targetValue = sum (value[i] * nativeValue[1]**order1[i] * nativeValue[2]**order2[i]
2378              * nativeValue[3]**order3[i]), where the scalars and exponents are provided by the PolyCoeff3D objects.              * nativeValue[3]**order3[i]), where the scalars and exponents are provided by the PolyCoeff3D objects. The targetValue may
2379                be n-dmensional (0&lt;n&lt;4); its axis numbers are also included in the PolyCoeff1D object.
2380            </td>            </td>
2381          </tr>          </tr>
2382          <tr>          <tr>
# Line 2432  Line 2441 
2441        </tr>        </tr>
2442        <tr>        <tr>
2443          <td class="info-title">description</td>          <td class="info-title">description</td>
2444          <td class="feature-detail" colspan="2">This is th enumerated list of allowed standard mapping (transformation) projections.</td>          <td class="feature-detail" colspan="2">This is th enumerated list of allowed standard mapping (transformation) projections, largely taken from the FITS WCS list
2445              of projections.
2446            </td>
2447        </tr>        </tr>
2448        <tr>        <tr>
2449          <td width="20%" class="info-title">package</td>          <td width="20%" class="info-title">package</td>
# Line 3418  Line 3429 
3429                                                    
3430                        </td>                        </td>
3431                      </tr>                      </tr>
                     <tr>  
                       <td colspan="3" class="info-title">constraints</td>  
                     </tr>  
                     <tr>  
                       <td class="feature-detail" valign="top" colspan="3">self.naxes=container.naxes</td>  
                     </tr>  
3432                    </table>                    </table>
3433                  </td>                  </td>
3434                </tr>                </tr>
# Line 4215  Line 4220 
4220        <tr>        <tr>
4221          <td class="feature-detail"><a href="#frametransforms.PolyCoeff1D">frametransforms.PolyCoeff1D</a></td>          <td class="feature-detail"><a href="#frametransforms.PolyCoeff1D">frametransforms.PolyCoeff1D</a></td>
4222          <td class="feature-detail">objectType</td>          <td class="feature-detail">objectType</td>
4223          <td class="feature-detail">PolyCoeff1D contains the parameters for one individual term in a 1-dimensional polynomial transformation.</td>          <td class="feature-detail">PolyCoeff1D contains the parameters for one individual term in a polynomial transformation from a 1-dimensional coordinate
4224              to an n-dimensional one (0&lt;n&lt;4); the target axis index is provided by attribute targetAxis.
4225            </td>
4226        </tr>        </tr>
4227        <tr>        <tr>
4228          <td class="feature-detail"><a href="#frametransforms.PolyCoeff1D.order">frametransforms.PolyCoeff1D.order</a></td>          <td class="feature-detail"><a href="#frametransforms.PolyCoeff1D.order">frametransforms.PolyCoeff1D.order</a></td>
# Line 4244  Line 4251 
4251        <tr>        <tr>
4252          <td class="feature-detail"><a href="#frametransforms.PolyCoeff2D">frametransforms.PolyCoeff2D</a></td>          <td class="feature-detail"><a href="#frametransforms.PolyCoeff2D">frametransforms.PolyCoeff2D</a></td>
4253          <td class="feature-detail">objectType</td>          <td class="feature-detail">objectType</td>
4254          <td class="feature-detail">PolyCoeff2D contains the parameters for one individual term in a 2-dimensional polynomial transformation.</td>          <td class="feature-detail">PolyCoeff2D contains the parameters for one individual term in a polynomial transformation from a 2-dimensional coordinate
4255              to an n-dimensional one (0&lt;n&lt;4); the target axis index is provided by attribute targetAxis.
4256            </td>
4257        </tr>        </tr>
4258        <tr>        <tr>
4259          <td class="feature-detail"><a href="#frametransforms.PolyCoeff2D.order1">frametransforms.PolyCoeff2D.order1</a></td>          <td class="feature-detail"><a href="#frametransforms.PolyCoeff2D.order1">frametransforms.PolyCoeff2D.order1</a></td>
# Line 4281  Line 4290 
4290        <tr>        <tr>
4291          <td class="feature-detail"><a href="#frametransforms.PolyCoeff3D">frametransforms.PolyCoeff3D</a></td>          <td class="feature-detail"><a href="#frametransforms.PolyCoeff3D">frametransforms.PolyCoeff3D</a></td>
4292          <td class="feature-detail">objectType</td>          <td class="feature-detail">objectType</td>
4293          <td class="feature-detail">PolyCoeff3D contains the parameters for one individual term in a 3-dimensional polynomial transformation.</td>          <td class="feature-detail">PolyCoeff3D contains the parameters for one individual term in a polynomial transformation from a 3-dimensional coordinate
4294              to an n-dimensional one (0&lt;n&lt;4); the target axis index is provided by attribute targetAxis.
4295            </td>
4296        </tr>        </tr>
4297        <tr>        <tr>
4298          <td class="feature-detail"><a href="#frametransforms.PolyCoeff3D.order1">frametransforms.PolyCoeff3D.order1</a></td>          <td class="feature-detail"><a href="#frametransforms.PolyCoeff3D.order1">frametransforms.PolyCoeff3D.order1</a></td>
# Line 4326  Line 4337 
4337        <tr>        <tr>
4338          <td class="feature-detail"><a href="#frametransforms.Polynomial1D">frametransforms.Polynomial1D</a></td>          <td class="feature-detail"><a href="#frametransforms.Polynomial1D">frametransforms.Polynomial1D</a></td>
4339          <td class="feature-detail">objectType</td>          <td class="feature-detail">objectType</td>
4340          <td class="feature-detail">1-dimensional polynomial transformation: targetValue = sum (value[i] * nativeValue**order[i]), where the scalars and exponents          <td class="feature-detail">Polynomial transformation from a 1-dimensional coordinate value: targetValue = sum (value[i] * nativeValue**order[i]), where
4341            are provided by the PolyCoeff1D objects.            the scalars and exponents are provided by the PolyCoeff1D objects. The targetValue may be n-dmensional (0&lt;n&lt;4); its axis numbers
4342              are also included in the PolyCoeff1D object.
4343          </td>          </td>
4344        </tr>        </tr>
4345        <tr>        <tr>
# Line 4341  Line 4353 
4353        <tr>        <tr>
4354          <td class="feature-detail"><a href="#frametransforms.Polynomial2D">frametransforms.Polynomial2D</a></td>          <td class="feature-detail"><a href="#frametransforms.Polynomial2D">frametransforms.Polynomial2D</a></td>
4355          <td class="feature-detail">objectType</td>          <td class="feature-detail">objectType</td>
4356          <td class="feature-detail">2-dimensional to 1-dimensional polynomial transformation:  targetValue = sum (value[i] * nativeValue[1]**order1[i] * nativeValue[2]**order2[i]),          <td class="feature-detail">2-dimensional to n-dimensional polynomial transformation:  targetValue = sum (value[i] * nativeValue[1]**order1[i] * nativeValue[2]**order2[i]),
4357            where the scalars and exponents are provided by the PolyCoeff2D objects.            where the scalars and exponents are provided by the PolyCoeff2D objects. The targetValue may be n-dmensional (0&lt;n&lt;4); its
4358              axis numbers are also included in the PolyCoeff1D object.
4359          </td>          </td>
4360        </tr>        </tr>
4361        <tr>        <tr>
# Line 4356  Line 4369 
4369        <tr>        <tr>
4370          <td class="feature-detail"><a href="#frametransforms.Polynomial3D">frametransforms.Polynomial3D</a></td>          <td class="feature-detail"><a href="#frametransforms.Polynomial3D">frametransforms.Polynomial3D</a></td>
4371          <td class="feature-detail">objectType</td>          <td class="feature-detail">objectType</td>
4372          <td class="feature-detail">3-dimensional to 1-dimensional polynomial transformation:  targetValue = sum (value[i] * nativeValue[1]**order1[i] * nativeValue[2]**order2[i]          <td class="feature-detail">3-dimensional to n-dimensional polynomial transformation:  targetValue = sum (value[i] * nativeValue[1]**order1[i] * nativeValue[2]**order2[i]
4373            * nativeValue[3]**order3[i]), where the scalars and exponents are provided by the PolyCoeff3D objects.            * nativeValue[3]**order3[i]), where the scalars and exponents are provided by the PolyCoeff3D objects. The targetValue may
4374              be n-dmensional (0&lt;n&lt;4); its axis numbers are also included in the PolyCoeff1D object.
4375          </td>          </td>
4376        </tr>        </tr>
4377        <tr>        <tr>
# Line 4371  Line 4385 
4385        <tr>        <tr>
4386          <td class="feature-detail"><a href="#frametransforms.Projection">frametransforms.Projection</a></td>          <td class="feature-detail"><a href="#frametransforms.Projection">frametransforms.Projection</a></td>
4387          <td class="feature-detail">enumeration</td>          <td class="feature-detail">enumeration</td>
4388          <td class="feature-detail">This is th enumerated list of allowed standard mapping (transformation) projections.</td>          <td class="feature-detail">This is th enumerated list of allowed standard mapping (transformation) projections, largely taken from the FITS WCS list
4389              of projections.
4390            </td>
4391        </tr>        </tr>
4392        <tr>        <tr>
4393          <td class="feature-detail"><a href="#frametransforms.Projection.AIR">frametransforms.Projection.AIR</a></td>          <td class="feature-detail"><a href="#frametransforms.Projection.AIR">frametransforms.Projection.AIR</a></td>
# Line 4778  Line 4794 
4794        </tr>        </tr>
4795        <tr>        <tr>
4796          <td width="30%" class="info-title">url</td>          <td width="30%" class="info-title">url</td>
4797          <td><a href="http://volute.g-vo.org/svn/trunk/projects/dm/vo-dml/models/ivoa/vo-dml/xml/IVOA-v1.0.vo-dml.xml">http://volute.g-vo.org/svn/trunk/projects/dm/vo-dml/models/ivoa/vo-dml/xml/IVOA-v1.0.vo-dml.xml</a></td>          <td><a href="http://volute.g-vo.org/svn/trunk/projects/dm/vo-dml/models/ivoa/vo-dml/IVOA-v1.0.vo-dml.xml">http://volute.g-vo.org/svn/trunk/projects/dm/vo-dml/models/ivoa/vo-dml/IVOA-v1.0.vo-dml.xml</a></td>
4798        </tr>        </tr>
4799        <tr>        <tr>
4800          <td width="30%" class="info-title">documentation url</td>          <td width="30%" class="info-title">documentation url</td>

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