Shunt 550A 60mV Classe 0,5 RU-DA SHUNT/ITALIA
Disegno Shunt 550A 60mV corpi tipo DIN 43703 codice prodotto 1_01_0107
ex codice prodotto derivatore/shunt/550A/60mV ( Eseguito sui corpi dello shunt 400A60mV - 600A60mV DIN 43703 )
Current shunt resistor 550A 60mV Class 0,5 Product Code 1_01_0107
Nebenwiderstände 550A 60mV Präzisionsklasse 0,5 Produktcode 1_01_0107
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/Shunt550 A60mV classe di precisione 0,5
![Current Shunt 550A 60mV RU-DA ITALY Current Shunt 550A 60mV RU-DA ITALY](data:image/png;base64,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)
Current Shunt 550A 60mV RU-DA ITALY
Italia current shunt resistor 550A 60mV Classe 0,5
I derivatori di corrente - shunt da 550Ampere 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 500Ampere.
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 550Ampere 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 550 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
http://www.ru-da.com
http://www.currentshunt.it