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upload of CityDoctor2 Documentation

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CityDoctor2
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CityDoctor2
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CityDoctor2
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Installation
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Erster Start
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Erster Start
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Nutzeroberfläche
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Prüfplan
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Anforderungen
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Anforderungen
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Grundbegriffe
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Übersicht
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Schemaanforderungen
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Geometrische Anforderungen
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Semantische Anforderungen
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<a href="../R_GE_R_TOO_FEW_POINTS/" class="md-nav__link">
R_TOO_FEW_POINTS
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<a href="../R_GE_R_CONSECUTIVE_POINTS_SAME/" class="md-nav__link">
R_CONSECUTIVE_POINTS_SAME
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R_RING_NOT_CLOSED
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R_RING_SELF_INTERSECTION
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R_COLLAPSED_TO_LINE
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P_INTERSECTING_RINGS
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P_NON_PLANAR
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P_INTERIOR_DISCONNECTED
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P_HOLE_OUTSIDE
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P_INNER_RINGS_NESTED
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P_ORIENTATION_RINGS_SAME
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MULTI_SURFACE
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S_TOO_FEW_POLYGONS
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S_NOT_CLOSED
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S_NON_MANIFOLD_VERTEX
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S_NON_MANIFOLD_EDGE
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S_MULTIPLE_CONNECTED_COMPONENTS
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S_SELF_INTERSECTION
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S_POLYGON_WRONG_ORIENTATION
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S_ALL_POLYGONS_WRONG_ORIENTATION
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SOLID
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Start
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<div class="md-content" data-md-component="content">
<article class="md-content__inner md-typeset">
<h1 id="erster-start">Erster Start<a class="headerlink" href="#erster-start" title="Permanent link">&para;</a></h1>
<h2 id="start">Start<a class="headerlink" href="#start" title="Permanent link">&para;</a></h2>
<p>Nach dem entpacken der Zip Datei sollte je nach Version (GUI oder Batch) eine Struktur ähnlich diesem Bild rauskommen (Beispiel CityDoctorGUI):
<img alt="extracted" src="../img/extracted.png" /></p>
<p>Um CityDoctor zu starten kann die start.bat verwendet werden.</p>
<p>Die .bat Datei enthält dabei nur den Befehl:
<div class="highlight"><pre><span></span><code><a id="__codelineno-0-1" name="__codelineno-0-1" href="#__codelineno-0-1"></a>java -classpath libs/*;plugins/*;CityDoctorGUI-3.12.0.jar de.hft.stuttgart.citydoctor2.gui.MainWindow
</code></pre></div></p>
<div class="admonition note">
<p class="admonition-title">Note</p>
<p>Der Befehl hat sich über die Versionshistorie von CityDoctor verändert.</p>
</div>
<p>Für die Batch Version ist der Befehl analog und kann entsprechend für andere Betriebsysteme angepasst werden.</p>
<div class="admonition note">
<p class="admonition-title">Note</p>
<p>Für Linux oder Mac kann dieser Befehl auch verwendet werden, es muss nur das ";" durch ":" ersetzt werden. Der Rest bleibt gleich.</p>
</div>
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CityDoctor2
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Geometrische Anforderungen
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<article class="md-content__inner md-typeset">
<h1 id="geometrieanforderungen">Geometrieanforderungen<a class="headerlink" href="#geometrieanforderungen" title="Permanent link">&para;</a></h1>
<h2 id="fehlercodes-for-geometrische-fehler">Fehlercodes for geometrische Fehler<a class="headerlink" href="#fehlercodes-for-geometrische-fehler" title="Permanent link">&para;</a></h2>
<p>Die Fehlercodes wurden übernommen aus dem <a href="http://mail.opengeospatial.org/lists/lt.php?id=fR4CDVYeAlJfHwhTCwA">CityGML Quality Interoperability Experiment, chapter 7.5</a>.</p>
<div class="admonition note">
<p class="admonition-title">Note</p>
<p>Die Anforderungen wurden in CityDoctor umbenannt um einen auch von Menschen zu verstehenden Begriff, analog zu den Fehlercodes, darzustellen.</p>
</div>
<p>Alle geometrischen Fehler sind in dem "GE" Definitionsbereich. Da geometrische Validierung basierend auf den Primitiven auf drei verschiedenen Ebenen ausgeführt wird enthält jede Anforderung eine Ebene:</p>
<ul>
<li>Ring: R</li>
<li>Polygon: P</li>
<li>Hülle (Shell): S</li>
</ul>
<p>Fehlercodes folgen dem selben Namensschema wie die Anforderungen, siehe auch <a href="../basic/">Grundbegriffe</a>. Jede Verletzung einer Anforderung muss in einem Fehler enden, der einen entsprechenden Fehlercode beinhaltet.
Jeder Fehler kann (und sollte) zusätzliche Informationen beinhalten (z.B. Wenn ein Ring nicht geschlossen ist, dann sollte die ID des Rings mitgegeben werden).</p>
<h2 id="vertex-punkt-anforderungen">Vertex (Punkt) Anforderungen<a class="headerlink" href="#vertex-punkt-anforderungen" title="Permanent link">&para;</a></h2>
<p>Zwei Punkte A und B sind gleich wenn die Euclidische-Distanz zwischen den beiden Punkten kleiner als eine definierte Größe ist (<em>minVertexDistance</em>). Diese definierte Größe findet auch in vielen Anforderungen wieder Anwendung, zum Beispiel berührt ein Punkt eine Kante wenn der Abstand des Punktes kleiner ist als <em>minVertexDistance</em>. In den folgenden Anforderungen wird die Größe verwendet:</p>
<ul>
<li>R_GE_R_CONSECUTIVE_POINTS_SAME</li>
<li>R_GE_R_NOT_CLOSED</li>
<li>R_GE_R_SELF_INTERSECTION</li>
<li>R_GE_P_INTERIOR_DISCONNECTED</li>
</ul>
<p>Die folgenden Anforderungen wurden auf den drei geometrischen Ebenen definiert <a href="https://doi.org/10.1111/mice.12043">(nach Ledoux (2013))</a>:</p>
<h2 id="linear-ring">Linear Ring<a class="headerlink" href="#linear-ring" title="Permanent link">&para;</a></h2>
<table>
<thead>
<tr>
<th>Anforderungs ID</th>
<th>Beschreibung</th>
<th>Fehlercode</th>
<th>Bekannte Prüfungen</th>
</tr>
</thead>
<tbody>
<tr>
<td><a href="../R_GE_R_TOO_FEW_POINTS/">R_GE_R_TOO_FEW_POINTS</a></td>
<td>Zu wenig Punkte in einem Ring</td>
<td>GE_R_TOO_FEW_POINTS</td>
<td>C_GE_R_TOO_FEW_POINTS</td>
</tr>
<tr>
<td><a href="../R_GE_R_CONSECUTIVE_POINTS_SAME/">R_GE_R_CONSECUTIVE_POINTS_SAME</a></td>
<td>2 aufeinanderfolgende Punkte sind gleich</td>
<td>GE_R_CONCECUTIVE_POINTS_SAME</td>
<td>C_GE_R_CONCECUTIVE_POINTS_SAME, C_GE_R_DUPLICATE_POINT</td>
</tr>
<tr>
<td><a href="../R_GE_R_NOT_CLOSED/">R_GE_R_NOT_CLOSED</a></td>
<td>Der erste und letzte Punkt sind nicht gleich</td>
<td>GE_R_NOT_CLOSED</td>
<td>C_GE_R_NOT_CLOSED</td>
</tr>
<tr>
<td><a href="../R_GE_R_SELF_INTERSECTION/">R_GE_R_SELF_INTERSECTION</a></td>
<td>Selbstverschneidung z.B. eine Schleife</td>
<td>GE_R_SELF_INTERSECTION</td>
<td>C_GE_R_SELF_INTERSECTION, C_GE_R_DUPLICATE_POINT</td>
</tr>
<tr>
<td><a href="../R_GE_R_COLLAPSED_TO_LINE/">R_GE_R_COLLAPSED_TO_LINE</a></td>
<td><strong>Momentan nicht in Benutzung, da redundant mit R_GE_R_SELF_INTERSECTION</strong><br/> Ring ist ein Punkt oder eine Linie</td>
<td>GE_R_COLLAPSED_TO_LINE</td>
<td>C_GE_R_COLLAPSED_TO_LINE</td>
</tr>
<tr>
<td>R_GE_R_ALL</td>
<td>Container für: R_GE_R_TOO_FEW_POINTS, R_GE_R_CONSECUTIVE_POINTS_SAME, R_GE_R_NOT_CLOSED, R_GE_R_SELF_INTERSECTION</td>
<td>--</td>
<td>--</td>
</tr>
</tbody>
</table>
<h2 id="polygon">Polygon<a class="headerlink" href="#polygon" title="Permanent link">&para;</a></h2>
<table>
<thead>
<tr>
<th>Anforderungs ID</th>
<th>Beschreibung</th>
<th>Fehlercode</th>
<th>Bekannte Prüfungen</th>
</tr>
</thead>
<tbody>
<tr>
<td><a href="../R_GE_P_INTERSECTING_RINGS/">R_GE_P_INTERSECTING_RINGS</a></td>
<td>2+ Ringe schneiden sich</td>
<td>GE_P_INTERSECTING_RINGS</td>
<td>C_GE_P_INTERSECTING_RINGS</td>
</tr>
<tr>
<td><a href="../R_GE_P_NON_PLANAR/">R_GE_P_NON_PLANAR</a></td>
<td>Nicht planares Polygon, sowohl Distanz als auch Flächennormale Abweichungen</td>
<td>GE_P_NON_PLANAR_POLYGON_DISTANCE_PLANE, GE_P_NON_PLANAR_POLYGON_NORMALS_DEVIATION</td>
<td>C_GE_P_NON_PLANAR</td>
</tr>
<tr>
<td><a href="../R_GE_P_INTERIOR_DISCONNECTED/">R_GE_P_INTERIOR_DISCONNECTED</a></td>
<td>Innenfläche ist nicht verbunden</td>
<td>GE_P_INTERIOR_DISCONNECTED</td>
<td>C_GE_P_INTERIOR_DISCONNECTED</td>
</tr>
<tr>
<td><a href="../R_GE_P_HOLE_OUTSIDE/">R_GE_P_HOLE_OUTSIDE</a></td>
<td>1+ inneren Ringe ist komplett außerhalb des Polygons</td>
<td>GE_P_HOLE_OUTSIDE</td>
<td>C_GE_P_HOLE_OUTSIDE</td>
</tr>
<tr>
<td><a href="../R_GE_P_INNER_RINGS_NESTED/">R_GE_P_INNER_RINGS_NESTED</a></td>
<td>Innerer Ring ist komplett innerhalb eines anderen inneren Rings</td>
<td>GE_P_INNER_RINGS_NESTED</td>
<td>C_GE_P_INNER_RINGS_NESTED</td>
</tr>
<tr>
<td><a href="../R_GE_P_ORIENTATION_RINGS_SAME/">R_GE_P_ORIENTATION_RINGS_SAME</a></td>
<td>Äußerer Ring und innerer Ring haben die selbe Orientation</td>
<td>GE_P_ORIENTATION_RINGS_SAME</td>
<td>C_GE_P_ORIENTATION_RINGS_SAME</td>
</tr>
<tr>
<td>R_GE_P_ALL</td>
<td>Container für: R_GE_P_INTERSECTING_RINGS, R_GE_P_NON_PLANAR, R_GE_P_INTERIOR_DISCONNECTED, R_GE_P_HOLE_OUTSIDE, R_GE_P_INNER_RINGS_NESTED, R_GE_P_ORIENTATION_RINGS_SAME, R_GE_R_ALL</td>
<td>--</td>
<td>--</td>
</tr>
</tbody>
</table>
<h2 id="solid-hulle-shell">Solid / Hülle (Shell)<a class="headerlink" href="#solid-hulle-shell" title="Permanent link">&para;</a></h2>
<table>
<thead>
<tr>
<th>Anforderungs ID</th>
<th>Beschreibung</th>
<th>Fehlercode</th>
<th>Bekannte Prüfungen</th>
</tr>
</thead>
<tbody>
<tr>
<td><a href="../R_GE_S_TOO_FEW_POLYGONS/">R_GE_S_TOO_FEW_POLYGONS</a></td>
<td>&lt;4 Polygone</td>
<td>GE_S_TOO_FEW_POLYGONS</td>
<td>C_GE_S_TOO_FEW_POLYGONS</td>
</tr>
<tr>
<td><a href="../R_GE_S_NOT_CLOSED/">R_GE_S_NOT_CLOSED</a></td>
<td>Die Hülle ist nicht wasserdicht / hat 1+ Löcher</td>
<td>GE_S_NOT_CLOSED</td>
<td>C_GE_S_NOT_CLOSED</td>
</tr>
<tr>
<td><a href="../R_GE_S_NON_MANIFOLD_VERTEX/">R_GE_S_NON_MANIFOLD_VERTEX</a></td>
<td>Jedes Polygon, das an einem Punkt anliegt muss über Kanten mit den Anderen verbunden sein</td>
<td>GE_S_NON_MANIFOLD_VERTEX</td>
<td>C_GE_S_NON_MANIFOLD_VERTEX</td>
</tr>
<tr>
<td><a href="../R_GE_S_NON_MANIFOLD_EDGE/">R_GE_S_NON_MANIFOLD_EDGE</a></td>
<td>An jeder Kante dürfen nur 2 Polygon anliegen</td>
<td>GE_S_NON_MANIFOLD_EDGE</td>
<td>C_GE_S_NON_MANIFOLD_EDGE</td>
</tr>
<tr>
<td><a href="../R_GE_S_MULTIPLE_CONNECTED_COMPONENTS/">R_GE_S_MULTIPLE_CONNECTED_COMPONENTS</a></td>
<td>Alle Polygone müssen über Punkte und Kanten verbunden sein</td>
<td>GE_S_MULTIPLE_CONNECTED_COMPONENTS</td>
<td>C_GE_S_MULTIPLE_CONNECTED_COMPONENTS</td>
</tr>
<tr>
<td><a href="../R_GE_S_SELF_INTERSECTION/">R_GE_S_SELF_INTERSECTION</a></td>
<td>Die Hülle selbstverschneidet sich</td>
<td>GE_S_SELF_INTERSECTION</td>
<td>C_GE_S_SELF_INTERSECTION</td>
</tr>
<tr>
<td><a href="../R_GE_S_POLYGON_WRONG_ORIENTATION/">R_GE_S_POLYGON_WRONG_ORIENTATION</a></td>
<td>Die Orientierung eines Polygons ist falsch</td>
<td>GE_S_POLYGON_WRONG_ORIENTATION</td>
<td>C_GE_S_POLYGON_WRONG_ORIENTATION</td>
</tr>
<tr>
<td><a href="../R_GE_S_ALL_POLYGONS_WRONG_ORIENTATION/">R_GE_S_ALL_POLYGONS_WRONG_ORIENTATION</a></td>
<td>Alle Polygone zeigen in die falsche Richtung</td>
<td>GE_S_ALL_POLYGONS_WRONG_ORIENTATION</td>
<td>C_GE_S_ALL_POLYGONS_WRONG_ORIENTATION</td>
</tr>
<tr>
<td>R_GE_S_ALL</td>
<td>Container für: R_GE_S_TOO_FEW_POLYGONS, R_GE_S_NOT_CLOSED, R_GE_S_NON_MANIFOLD_VERTEX, R_GE_S_NON_MANIFOLD_EDGE, R_GE_S_MULTIPLE_CONNECTED_COMPONENTS, R_GE_S_SELF_INTERSECTION, R_GE_S_POLYGON_WRONG_ORIENTATION, R_GE_S_ALL_POLYGONS_WRONG_ORIENTATION</td>
<td>--</td>
<td>--</td>
</tr>
</tbody>
</table>
<h2 id="parameter-uberblick">Parameter Überblick<a class="headerlink" href="#parameter-uberblick" title="Permanent link">&para;</a></h2>
<table>
<thead>
<tr>
<th>Name</th>
<th>Beschreibung</th>
<th>Verwendet in</th>
<th>Einheit</th>
</tr>
</thead>
<tbody>
<tr>
<td>minVertexDistance</td>
<td>Minimale Abstand zwischen zwei Punkten bevor sie als der selbe Punkt angesehen werden</td>
<td>R_GE_R_CONSECUTIVE_POINTS_SAME, R_GE_R_NOT_CLOSED, R_GE_R_SELF_INTERSECTION, R_GE_P_INTERIOR_DISCONNECTED</td>
<td>Meter</td>
</tr>
<tr>
<td>type</td>
<td>Planaritätsprüfungsart, kann <em>distance</em>, <em>angle</em>, <em>both</em> sein</td>
<td>R_GE_P_NON_PLANAR</td>
<td>-</td>
</tr>
<tr>
<td>distanceTolerance</td>
<td>Maximale Distanz eines Punktes von der Ausgleichsebene eines Polygons bevor es als Fehler angesehen wird</td>
<td>R_GE_P_NON_PLANAR</td>
<td>Meter</td>
</tr>
<tr>
<td>angleTolerance</td>
<td>Maximale Differenz im Winkel von angrenzenden Dreiecken einer Triangulierung bevor ein Polygon nicht mehr als Planar angesehen wird</td>
<td>R_GE_P_NON_PLANAR</td>
<td>Radiant</td>
</tr>
</tbody>
</table>
<h2 id="abhangigkeitsbaum">Abhängigkeitsbaum<a class="headerlink" href="#abhangigkeitsbaum" title="Permanent link">&para;</a></h2>
<p>Dies ist die Reihenfolge in der die Prüfungen ausgeführt werden. Wenn eine abhängige Prüfung einen Fehler geworfen hat oder nicht ausgeführt wurde, so wird die darauffolgende Prüfung auch nicht ausgeführt.</p>
<pre class="mermaid"><code>graph TD;
X0001[R_SC_SCHEMA_VALIDATION]
R0001[R_GE_R_TOO_FEW_POINTS]
R0002[R_GE_R_CONSECUTIVE_POINTS_SAME]
R0003[R_GE_R_NOT_CLOSED]
R0004[R_GE_R_SELF_INTERSECTION]
P0001[R_GE_P_INTERSECTING_RINGS]
P0002[R_GE_P_NON_PLANAR]
P0003[R_GE_P_INTERIOR_DISCONNECTED]
P0004[R_GE_P_HOLE_OUTSIDE]
P0005[R_GE_P_INNER_RINGS_NESTED]
P0006[R_GE_P_ORIENTATION_RINGS_SAME]
S0001[R_GE_S_TOO_FEW_POLYGONS]
S0002[R_GE_S_NOT_CLOSED]
S0003[R_GE_S_NON_MANIFOLD_VERTEX]
S0004[R_GE_S_NON_MANIFOLD_EDGE]
S0005[R_GE_S_MULTIPLE_CONNECTED_COMPONENTS]
S0006[R_GE_S_SELF_INTERSECTION]
S0007[R_GE_S_POLYGON_WRONG_ORIENTATION]
S0008[R_GE_S_ALL_POLYGONS_WRONG_ORIENTATION]
X0001--&gt;R0003;
R0003--&gt;R0001;
R0001--&gt;R0002;
R0002--&gt;R0004;
R0004--&gt;P0002;
P0002--&gt;P0006;
P0006--&gt;P0003;
P0006--&gt;P0004;
P0006--&gt;P0005;
P0004--&gt;P0001;
P0005--&gt;P0001;
P0001--&gt;S0001;
P0003--&gt;S0001;
S0001--&gt;S0002;
S0001--&gt;S0004;
S0001--&gt;S0003;
S0001--&gt;S0005;
S0002--&gt;S0007;
S0004--&gt;S0007;
S0007--&gt;S0006;
S0003--&gt;S0006;
S0005--&gt;S0006;
S0006--&gt;S0008; </code></pre>
<h2 id="multisurface-und-solid-geometrie">Multisurface und Solid Geometrie<a class="headerlink" href="#multisurface-und-solid-geometrie" title="Permanent link">&para;</a></h2>
<p>Um die Definition eines Validierungsplans zu vereinfachen werden zwei neue Anfoderungen zusätzlich eingeführt. Diese Anforderungen dienen lediglich zur Gruppierung von den vorhandenen Anforderungen und benötigen keine zusätzlichen Prüfungen.</p>
<table>
<thead>
<tr>
<th>Anforderungs ID</th>
<th>Beschreibung</th>
<th>Abhängigkeiten</th>
<th>Fehlercode</th>
<th>Bekannte Prüfungen</th>
</tr>
</thead>
<tbody>
<tr>
<td><a href="../R_GE_MS/">R_GE_MS</a></td>
<td>Valide Multisurface-Geometrie</td>
<td>R_SC-SCHEMA-VALIDATION, R_GE_P_ALL</td>
<td>--</td>
<td>--</td>
</tr>
<tr>
<td><a href="../R_GE_SO/">R_GE_SO</a></td>
<td>Valide Hüllengeometrie</td>
<td>R_SC-SCHEMA-VALIDATION, R_GE_S_ALL</td>
<td>--</td>
<td>--</td>
</tr>
</tbody>
</table>
</article>
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