Die Löschkurve
eine Erfolgsgeschichte hat ausgedient
Die in der VDE 0845-6-2 (früher VDE 0228 Teil 2) enthaltenen Löschkurven für Erdschlussrestströme bzw. Erdschlussströme beruhen auf Betriebserfahrungen, die man etwa Mitte des vorigen Jahrhunderts aus Netzen mit geringem Verkabelungsgrad gewonnen hatte und die für moderne Netze überholt sind.
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)
Abgesehen davon, dass die der Norm zugrundeliegende Annahme, wann Doppelerdschlüsse auftreten, in modernen Netzen nicht zutrifft und damit die Einhaltung der Obergrenze für den Erdschlussreststrom irrelevant ist, sind in erdschlusskompensierten Netzen die Werte für das selbsttätige Erlöschen frei brennender Lichtbögen viel höher als angegeben.
1. Wofür braucht man eine Löschkurve?
Die sogenannte Löschkurve – heute „Obergrenzen für Erdschlussreststrom bzw. Erdschluss-strom“ – steht in der DIN VDE 0845-6-2 (früher DIN VDE 0228-2) „Maßnahmen bei Beeinflussung von Telekommunikationsanlagen durch Starkstromanlagen – Teil 2: Beeinflussung durch Drehstromanlagen“. Wenn bei einem Erdschluss diese Obergrenze nicht überschritten wird, braucht der Doppelerdschluss aufgrund seiner Seltenheit für die induktive Beeinflussung von Fernmeldeanlagen nicht untersucht werden. Das ist eine wesentliche Erleichterung für den Betrieb erdschlusskompensierter Netze. Insofern hat die Löschkurve jahrzehntelang hervorragende Dienste geleistet. Leider ist die Löschkurve mit der Weiterentwicklung der Netze obsolet geworden.
Die DIN VDE 0845-6-2 geht fälschlich davon aus, dass sich Doppelerdschlüssen vermeiden lassen, wenn die Obergrenze für den Erdschlussreststrom eingehalten wird. Die Argumentations-kette für das Auftreten von Doppelerdschlüssen lautet:
Wenn die Obergrenze für Erdschlussreststrom bzw. Erdschlussstrom überschritten wird, erlöscht im Freileitungsnetz ein frei brennender Erdschlusslichtbogen nicht mehr selbsttätig.
Es entsteht ein stehender Erdschluss.
Daraus entwickelt sich in vielen Fällen ein stromstarker Doppelerdschluss, der Telekommunikationsanlagen unzulässig beeinflussen kann.
Diese Argumentation ist in sich schlüssig, beschreibt aber bei einem heute üblichen Verkabelungsgrad nur noch in extrem selten Fällen den Störungshergang, denn der mit ca. 80% häufigste erste Fehlerort bei Mehrfachfehlern in Mittelspannungsnetzen ist lt. FNN-Störungs-statistik das Kabel. Da ein Erdschluss im Kabel immer ein stehender Erdschluss ist, kann die Ausweitung zum Doppelerdschluss durch Einhaltung der Löschgrenze nicht verhindert werden.
Fazit: Die sogenannte Löschkurve hat heute nichts mehr in der VDE 0845-6-2 verloren, da die Einhaltung dieser Kurve unbedeutend für die Häufigkeit von Doppelerdschlüssen ist.
2. Wie wurde die Löschkurve ermittelt?
Der Begriff „Löschkurve“ ist sehr unglücklich gewählt. Schon sehr früh wurde erkannt, dass die Größe des Erdfehlerstroms nur eine von vielen Einflussgrößen für das Erlöschen von Erdschluss-lichtbögen ist. Wesentlicher als die absolute Höhe des Fehlerstroms ist die Steilheit der wieder-kehrenden Spannung. Die wird bestimmt durch das Verhältnis Erdschlussreststrom zu gesamten kapazitiven Erdschlussstrom des Netzes. Wenn der Erdschlussreststrom nur wenige Prozent des gesamten kapazitiven Erdschlussstroms beträgt, können wesentlich größere Erdschlussrest-ströme als im Bild 1 angegeben zugelassen werden.
Die Löschkurve basiert ursprünglich auf extrapolierte Betriebserfahrungen, die in 110-kV- und 220-kV-Netzen gewonnen wurden (H. Roser, 1948). Nur ein einziger Wert auf den beiden Kurven, nämlich der für erdschlusskompensierte 20-kV-Netze, wurde durch systematische Messungen ermittelt. Da der für 20 kV aus dem Hochspannungsnetz extrapolierte Wert der Betriebser-fahrungen eindeutig zu niedrig war, haben 1963 Erich und Heinze rund 600 Erdschlussversuche in 20-kV-Netzen mit einem Verkabelungsgrad von nur 20% durchgeführt. Um diese Netze an die Grenze der Löschfähigkeit zu bringen, musste der Verstimmungsgrad bis auf 45% Unterkompen-sation und bis auf 31% Überkompensation verändert werden. Bei Versuchen mit hohem ohmschen Stromanteil wurde über einen parallel zur E-Spule geschalteten Wasserwiderstand ein Wirkstrom bis zu 114 A eingestellt. Beide Zustände kommen im normalen Netzbetrieb nicht vor. Heute weiß man, dass die Grenze der Löschfähigkeit nicht wegen der zu großen Erdschluss-restströme, sondern wegen zu großer Verstimmung (= zu große Steilheit der wiederkehrenden Spannung) erreicht wurde. Koch hat 1981 in zahlreichen Versuchen nachgewiesen, dass Erdschlussrestströme von 250 A in 20-kV-Netzen problemlos löschen, wenn der Verstimmungs-grad entsprechend niedrig ist. Für 20-kV-Netze ist der angegebene Grenzwert um mindestens Faktor 4 zu klein! Die Angabe einer Stromobergrenze für den Erdschlussreststrom kann aus physikalischen Gründen die Löschung frei brennender Lichtbögen nicht hinreichend beschreiben.
Fazit: Da Betriebserfahrungen in 110-kV-Netzen (J. Poll, 1984) und systematische Untersuchungen in 20-kV-Netzen (K. H. Koch, 1981) zu völlig anderen Ergebnissen kommen, muss die Löschkurve dringend überarbeitet werden.
3. Welche Konsequenzen müssen wir ziehen?
3.1. Bei einer Überarbeitung der DIN VDE 0845-6-2 „Maßnahmen bei Beeinflussung von Telekommunikationsanlagen durch Starkstromanlagen – Teil 2: Beeinflussung durch Drehstromanlagen“ sollten wir uns ehrlich machen und zugeben, dass gehäufte Doppelerd-schlüsse nicht auf zu hohe Restströme, sondern auf mangelnde Wartung zurückzuführen sind. Die Löschkurve sollte auf jeden Fall aus der VDE 0845-6-2 entfernt werden, weil der hier angenommene Störungsablauf in der Praxis heute nahezu nicht mehr vorkommt.
3.2. Sind jetzt auch die vielen Veröffentlichungen, Dissertationen, Planungsgrundsätze und andere VDE-Vorschriften, die die Löschkurve als bare Münze genommen haben, Makulatur? Ich glaube nicht! Die Schlussfolgerungen müssen im Einzelfall angepasst werden und können in den seltensten Fällen auf noch löschfähige Erdschlussrestströme basieren. Würde generell 250 A als Erdschlussreststrom in 20-kV-Netzen zugelassen, gäbe es zum Beispiel erhebliche Probleme bei der Auslegung von Erdungsanlagen. Falls neue, höhere Grenzwerte gefunden werden, können manche Restriktionen bei der Netzplanung entfallen.
3.3. Für die Auslegung der Netze, insbesondere für die Dimensionierung der Erdungsanlagen wird allerdings die Angabe von „Obergrenzen für Erdschlussreststrom bzw. Erdschlussstrom“ benötigt. Dazu hat man in der Vergangenheit die Werte der sogenannten „Löschkurve“ herangezogen. Hier macht die seit der Novellierung der VDE 0845-6-2 geforderte Berück-sichtigung der Oberschwingungsanteile im Erdschlussreststrom durchaus Sinn. Wenn die „Löschkurve“ hoffentlich eines Tages aus der VDE 0845-6-2 entfernt wird, muss spätestens dann die DIN EN 50552 (VDE 0101-2) eigene Angaben für die „Obergrenzen für Erdschlussreststrom bzw. Erdschlussstrom“ erhalten. Eine gute Gelegenheit die Grenzwerte den heutigen Anforderungen anzupassen.