Berechne die maximale Induktionsspannung für eine quadratische luftgefüllte Spule mit Seitenlänge 3cm, 600 Windungen und einer Spulenlänge von 2dm die Induktionsspannungen, wenn folgende Stromstärke durch die Spule fließt.[br][img]data:image/png;base64,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[/img]
Übungsaufgaben im Buch S. 141
Leider ist Mebis immer noch überlastet, daher kann ich leider derzeit keinen Wochentest durchführen. [br][br]Bitte bearbeitet im Buch die Aufgaben 21, 22, 29, 30, 31.[br][br][img]data:image/png;base64,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[/img]