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Product Overview
MM3Z18VB: 18.0V 200mW 2% Zener, SOD323F
For complete documentation, see the data sheet.
MM3Z18VB
Applications
• This product is general usage and suitable for many different applications.
Part Electrical Specifications
Product Pricing
($/Unit)
Compliance Status V
Z
Typ (V) P Max (W) Package Type
MM3Z18VB 0.0203
Pb-free
Halide
free
Active 18 0.2 SOD-323FL
For more information please contact your local sales support at www.onsemi.com.
Created on: 4/11/2020