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8
Plug Shell,
Bayonet Coupling
Military No.
M83723/75 with socket contacts
M83723/76 with pin contacts
Amphenol/Matrix No. MB36
Plug Shell, RFI Grounding,
Bayonet Coupling
Military No.
M83723/77 with socket contacts
M83723/78 with pin contacts
Amphenol/Matrix No. MB38
To complete order number see how to order, page 9.
Shell
Size
A Dia.
Max.
E Dia.
Max.
H
Accessory Thread
Class 2A
8 .776 .305 .5000-20 UNF
10 .906 .405 .6250-24 UNEF
12 1.078 .531 .7500-20 UNEF
14 1.141 .665 .8750-20 UNEF
16 1.266 .790 1.0000-20 UNEF
18 1.375 .869 1.0625-18 UNEF
20 1.510 .994 1.1875-18 UNEF
22 1.625 1.119 1.3125-18 UNEF
24 1.760 1.244 1.4375-18 UNEF
Miniature Cylindrical MIL-C-83723, Series III
Bayonet Coupling
M83723/75 & 76 straight plug
M83723/77 & 78 straight plug with RFI grounding