NIPPEL-TO220
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
| Quantité (Lot de 10) | HT | TTC |
|---|---|---|
| 1 - 4 | 0.61€ | 0.73€ |
| 5 - 9 | 0.58€ | 0.70€ |
| 10 - 24 | 0.55€ | 0.66€ |
| 25 - 49 | 0.52€ | 0.62€ |
| 50 - 99 | 0.44€ | 0.53€ |
| 100 - 113 | 0.41€ | 0.49€ |
| Quantité (Lot de 10) | U.P | |
|---|---|---|
| 1 - 4 | 0.61€ | 0.73€ |
| 5 - 9 | 0.58€ | 0.70€ |
| 10 - 24 | 0.55€ | 0.66€ |
| 25 - 49 | 0.52€ | 0.62€ |
| 50 - 99 | 0.44€ | 0.53€ |
| 100 - 113 | 0.41€ | 0.49€ |
Livraison en 2-3 jours, avec suivi postal!
NIPPEL-TO220. Découpe/perçage du panneau: 3.5mm. Fonction: rondelle isolante pour semi-conducteurs. Longueur: 3mm. RoHS: oui. Montage/installation: à visser. Boîtier: TO-220. Température de fonctionnement: -10...+200°C. Quantité en stock actualisée le 12/01/2025, 15:25.
Produits équivalents :
NIPPEL-TO220-1
Découpe/perçage du panneau: 3.5mm. Fonction: rondelle isolante pour semi-conducteurs. Longueur: 1....
Découpe/perçage du panneau: 3.5mm. Fonction: rondelle isolante pour semi-conducteurs. Longueur: 1.8mm. RoHS: oui. Montage/installation: à visser. Boîtier: TO-220. Température de fonctionnement: max 130°C
Découpe/perçage du panneau: 3.5mm. Fonction: rondelle isolante pour semi-conducteurs. Longueur: 1.8mm. RoHS: oui. Montage/installation: à visser. Boîtier: TO-220. Température de fonctionnement: max 130°C
Nous vous recommandons aussi :
NIPPEL-TO220
Découpe/perçage du panneau: 3.5mm. Fonction: rondelle isolante pour semi-conducteurs. Longueur: 3m...
[MODCATID]
[LONGDESCRIPTION]
[LONGDESCRIPTION]
NIPPEL-TOP3
Remarque: Ø4mm. Remarque: longueur 4.5mm. Remarque: rondelle isolante pour semi-conducteurs...
[MODCATID]
[LONGDESCRIPTION]
[LONGDESCRIPTION]
MICA-TO220
Fonction: semelle isolante pour semi-conducteurs. RoHS: oui. Montage/installation: montage traversan...
[MODCATID]
[LONGDESCRIPTION]
[LONGDESCRIPTION]
SMICA-TO220
Tension de claquage: 10 kV/mm. Divers: Isolateur en silicone pour boîtier TO-220. Dimensions: 13x18...
[MODCATID]
[LONGDESCRIPTION]
[LONGDESCRIPTION]
SMICA-TO220-2
Tension de claquage: 10 kV/mm. Divers: Isolateur en silicone pour boîtier TO-220. Fonction: Rondell...
[MODCATID]
[LONGDESCRIPTION]
[LONGDESCRIPTION]
TOP245YN
Circuit intégré. Remarque: limitation de courant 1.8A. Fréquence: 132kHz. Montage/installation: m...
[MODCATID]
[LONGDESCRIPTION]
[LONGDESCRIPTION]
BD239C
Transistor. Courant de collecteur: 2A. Boîtier: TO-220. Type de transistor: transistor de puissance...
[MODCATID]
[LONGDESCRIPTION]
[LONGDESCRIPTION]
MICA-TO247
Fonction: semelle isolante pour semi-conducteurs. Montage/installation: montage traversant pour circ...
[MODCATID]
[LONGDESCRIPTION]
[LONGDESCRIPTION]
MICA-TO3
Fonction: semelle isolante pour semi-conducteurs. Dimensions: 46x32mm. RoHS: oui. Montage/installati...
[MODCATID]
[LONGDESCRIPTION]
[LONGDESCRIPTION]
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.