Shunt 450A 60mV Classe 0,5 RU-DA ITALIA
Disegno Shunt 450A 60mV corpi tipo DIN 43703 codice prodotto 1_01_0105
ex codice prodotto derivatore/shunt/450A/60mV ( Eseguito sui corpi dello shunt 400A60mV - 600A60mV DIN 43703 )
Current shunt resistor 450A 60mV Class 0,5 Product Code 1_01_0105
Nebenwiderstände 450A 60mV Präzisionsklasse 0,5 Produktcode 1_01_0105
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/Shunt450 A60mV classe di precisione 0,5
![Current Shunt 450A 60mV RU-DA ITALY Current Shunt 450A 60mV RU-DA ITALY](data:image/png;base64,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)
Current Shunt 450A 60mV RU-DA ITALY
Italia current shunt resistor 450A 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 500Ampere.
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 450Ampere 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 450 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