Shunt 150A 60mV DIN 43703 RU-DA ITALIA
Disegno Shunt 150A60mV DIN 43703 Classe di precisione 0,5
codice prodotto 1 _01_0034 ex codice prodotto derivatore/shunt/60A/60mV
Current shunt resistor 150A 60mV Class 0,5 DIN 43703
Product Code 1_01_0034
Nebenwiderstände 150A 60mV Präzisionsklasse 0,5 DIN 43703
Produktcode 1_01_0034
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/Shunt150A60mV DIN 43703 classe di precisione 0,5
![Current Shunt 150A 60mV RU-DA ITALY Current_Shunt_150A_60mV_RU-DA_ITALY](data:image/png;base64,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)
Current Shunt 150A 60mV RU-DA ITALY
Italia current shunt resistor 150A 60mV DIN 43703 Classe 0,5
I derivatori di corrente - shunt da 150Ampere 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 30Ampere.
Derivatore di corrente - shunt 35Ampere.
Derivatore di corrente - shunt 40Ampere. Disegno Shunt 40A 60mV
Derivatore di corrente - shunt 45Ampere.
Derivatore di corrente - shunt 50Ampere. Disegno Shunt 50A 60mV
Derivatore di corrente - shunt 55Ampere.
Derivatore di corrente - shunt 60Ampere. Disegno Shunt 60A 60mV
Derivatore di corrente - shunt 65Ampere.
Derivatore di corrente - shunt 70Ampere.
Derivatore di corrente - shunt 75Ampere.
Derivatore di corrente - shunt 80Ampere.
Derivatore di corrente - shunt 85Ampere.
Derivatore di corrente - shunt 90Ampere.
Derivatore di corrente - shunt 95Ampere.
Derivatore di corrente - shunt 100Ampere. Disegno Shunt 100A 60mV
Derivatore di corrente - shunt 110Ampere.
Derivatore di corrente - shunt 120Ampere.
Derivatore di corrente - shunt 125Ampere.
Derivatore di corrente - shunt 130Ampere.
Derivatore di corrente - shunt 140Ampere.
Su richiesta possono essere eseguiti
shunts - derivatori di corrente - nebenwiderstände
con amperaggi differenti.
Tutte le principali lavorazioni dei nostri shunt 150Ampere 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 150 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