Nebenwiderstand Shunt 500A 60mV Pg. 1_01_0106d
Disegno Shunt 500A 60mV corpi tipo DIN 43703 codice prodotto 1_01_0106
ex codice prodotto derivatore/shunt/500A/60mV
Current shunt resistor 500A 60mV Class 0,5 Product Code 1_01_0106
Nebenwiderstände 500A 60mV Präzisionsklasse 0,5 Produktcode 1_01_0106
Progettiamo e produciamo ogni tipo di shunts con l'ausilio di sistemi CAD/CAM 2D e 3D
utilizzando macchine a controllo numerico.
Vi invitiamo a visionare il nostro sito ufficiale
http://www.ru-da.com
Derivatore di corrente/Shunt500 A60mV classe di precisione 0,5
Derivatore di corrente/Shunt500 A60mV classe di precisione 0,5
![Current Shunt 500A 60mV RU-DA ITALY Current Shunt 500A 60mV RU-DA ITALY](data:image/png;base64,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)
Current Shunt 500A 60mV RU-DA ITALY
Italia current shunt resistor 500A 60mV Classe 0,5
I derivatori di corrente - shunt da 500Ampere da noi prodotti sono eseguiti utilizzando materie prime di altissima qualità, le cadute di tensione abitualmente disponibili a magazzino/prodotte sono:
50mV, 60mV, 75mV, 80mV, 100mV, 120mV, 150mV, 200mV, 250mV, 300mV.
Su richiesta possono essere realizzati
shunts-deviatori di corrente-nebenwiderstände
con altre cadute di tensione.
Della stessa gamma sono disponibili anche i seguenti prodotti:
Derivatore di corrente - shunt 400Ampere.
Derivatore di corrente - shunt 450Ampere.
Derivatore di corrente - shunt 550Ampere.
Derivatore di corrente - shunt 600Ampere.
Derivatore di corrente - shunt 650Ampere.
Derivatore di corrente - shunt 700Ampere.
Su richiesta possono essere eseguiti
shunts - derivatori di corrente - nebenwiderstände
con amperaggi differenti.
Tutte le principali lavorazioni dei nostri shunt 500Ampere 60millivolt, aventi asportazione di truciolo vengono eseguite con macchine a controllo numerico, garantendoci una elevata qualità,precisione
e uniformità delle forniture nel tempo.
Tutti i nostri
shunts-derivatori di corrente-nebenwiderstände 500 Ampere 60 millivolt
prima della calibrazione/taratura vengono sottoposti ad un ciclo termico in un apposito forno che stabilizza il prodotto e ne garantisce la classe di precisione nel tempo.
Utilizziamo per la calibrazione/taratura dei nostri shunts esclusivamente strumentazione da laboratorio di aziende riconosciute per la loro qualità a livello mondiale.
Deviatori di corrente-Shunt prodotti in italia - each shunt is made in italy
by RU-DA s.r.l.
Top quality shunts made in Italy by RU-DA s.r.l.
shunt prodotti in italia - shunts made in italy
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