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---+ STC-1.33 Erratum 1: Author: DM WG Date last changed: 2018-11-16 <span style="background-color: transparent;">Date accepted:</span> ---++ Rationale This erratum is to correct an error reported at the IVOA interop in Victoria, BC: May 2018 * <a target="_blank" href="http://wiki.ivoa.net/internal/IVOA/InterOpMayy2018DAL/ivoa_201805_micol_polygons.pdf">POLYGON with different orientations issue</a> <div title="Page 6"> cite: <em>The formula in Section 4.5.1.4 (pg 30: Region.Polygon) states<br />"The summation is over determinants of matrices formed by the position vectors xi of successive vertices; xn+1 = x1. In spherical space (left-handed coordinates) the area is:</em><em><br />A = - SUM[ α(i) ] – (n-2) *pi</em><em>αi are the polygon’s angles at the vertices. Reverse the sign for right-handed coordinates."<br /></em><em>but.<br />A = (RA,DEC)[0] = (90, 0)</em><em><br />B = (RA,DEC)[1] = (0, 0)</em> <div title="Page 6"> _C = (RA,DEC)[2] = (0, 90)_ </div> _The three angles of the polygon are all 90 deg, or pi/2 rad by construction. A in the above case is: -3 * pi/2 –pi = -5/2 pi_ <em>One expects an area of pi/2.<br />The correct formula is:</em><em><br />A = <strong>+</strong>SUM[ α(i) ] – (n-2) *pi</em> </div> ---++ Erratum Content <div title="Page 6"> ---++++ Original Wording * 4.5.1.4 page 30 <br />A = - SUM[ α(i) ] – (n-2) *pi </div> ---++++ New Wording * 4.5.1.4 page 30 <br />A = <span style="color: crimson;" class="WYSIWYG_COLOR">+</span> SUM[ α(i) ] – (n-2) *pi ---++ Impact Assessment Software using the wrong formula must be updated ---++ Notes * We need to confirm that the example has considered the 'left-handed' vs 'right-handed' qualifiers from the text.
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Topic revision: r4 - 2018-12-20
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LaurentMichel
IVOA
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