Tripoli (TRA) Regelwerk und Grundlagen für einen TRA Research Launch:
Das Wichtigste daraus zusammengefasst (Basis: Januar 2010)
- Ausgeschlossen sind folgende Motorenarten:
- Experimentelle Schwarzpulvermotoren
- Flüssigkeitsmotoren
- Doppel- und Trippelbasen-Motoren und "Micro-Grain-Propellants like Zink/Sulfur Propellants" (diese Bezeichnung kann ich nicht zuordnen)
- Launches:
- Research-Launches dürfen nicht zusammen mit anderen Launches zusammen durchgeführt werden. Mindestabstand zu normalen Launches am gleichen Ort ist 8h.
- Statische Tests und Flüge müssen gleich behandelt werden
- Teilnahme:
- Nur Tripoli-Mitglieder ab 18 Jahren dürfen teilnehmen
- –> Korrektur vom 1.1.2012: Kinder und Jugendliche unter 18 Jahren dürfen Teilnehmen, aber den Bereich der Rampen nur betreten, wenn keine Raketen da vorbereitet werden oder bereit stehen
- Kinder und Jugendliche müssen auf der Range unter dauernder Aufsicht der verantwortlichen Aufsichtspersonen stehen.
- Der LD oder RSO darf jederzeit das Betreten der Range durch unter 18 jährige verbieten.
- Research-Motoren dürfen nur von TRA-Mitgliedern mit mindestens L2 benutzt werden,
- Der Erbauer von Research-Motoren müssen beim Start oder Test anwesend sein.
- Eingeladene Gäste dürfen teilnehmen, wenn sie als Teil eines Projektes unter Aufsicht eines berechtigten TRA.Mitglieds teilnehmen (Bsp: Studenten, die eine Forschungsarbeit durchführen). Alle anderen müssen im Zuschauerbereich bleiben.
- Einschränkungen:
- Research-Motoren dürfen nicht für Zertifizierungsflüge verwendet werden.
- Motoren dürfen nicht aus Stahl gebaut sein oder Stahlteile enthalten. Ausnahme: Schrauben o.ä. –> Safe Distances müssen durch den RSO angepasst werden.
- Die Motoren dürfen nicht durch Quecksilberschalter, Abreisskontakte oder ähnliches gezündet werden.
- Research-Motoren dürfen nicht verwendet werden, wenn im Umkreis von 16km ein Gewitter stattfindet.
- Distanzen:
- Flughöhen: Max. 75% der auf der Site zugelassenen Flughöhe –> Korrektur 1.1.2012: 90%
- Diese Einschränkungen können durch das BOD aufgehoben werden, wenn es Erfahrungswerte zur Leistung der Motoren gibt. Dabei reichen Simulationen ohne den Nachweis mit Tests nicht aus.
- Tabelle mit den Distanzen - für uns wichtig: A-J brauchen mindestens 60m! (200ft), komplex 75m (250ft) siehe unten
- Alle Research-Launches müssen 15 Tage im Vorfeld bei der TRA angemeldet und versichert werden.
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)
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