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2N2421B Availability
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2N2421B Information
Category » Thyristors
Class » Unijunction Transistors
Type » PN (N-Type Base)
2N2421B Specifications
Military/High-Rel : N
Absolute Max. Power Diss. (W) : 300m
Intrinsic Standoff Ratio (Min) : 0.62
Intrinsic Standoff Ratio (Max) : 0.75
I(P) Max. (A) : 6.0u
I(V) Min. (A) : 8.0m
r(BBO) Min. (к) : 4.7k
r(BBO) Max. (к) : 6.8k
V(B2B1) Max. (V) : 65
I(E) Max. (A) : 70m
Minimum Operating Temp (шC) : -65
Maximum Operating Temp (шC) : 140
Package Style : TO-18var
Mounting Style : T
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2N2421B Spec Sheets Details Diodes, Transistors, Thyristors, Triacs, Di...
http://www.americanmicrosemi.com/information/spec/?ss_pn=2N2421B
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