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22
* To complete order number,
see how to order, page 21.
Firewall Class K
Flange Mounted Receptacle
Class K stainless steel,
threaded/bayonet coupling
NA designates not available. ** Available in Threaded Coupling only.
All dimensions for reference only.
Shell
Size
Cable
Support
Thread M
Coupling
Thread
R
Flange
Width
S ±.005
Mounting
Hole
Centers
T ±.005
Back
Mount
Min. Hole
Y
Front
Mount
Min. Hole
Z
08 NA NA NA NA NA NA
10 NA NA NA NA NA NA
12** .733-36 .875-20 1.031 .812 .913 .760
14 .803-36 .937-20 1.125 .906 .980 .822
16 .930-36 1.062-18 1.250 .969 1.107 .948
18 1.036-36 1.187-18 1.343 1.062 1.209 1.072
20 NA NA NA NA NA NA
22 1.286-36 1.437-18 1.562 1.250 1.452 1.322
24** 1.411-36 1.562-18 1.703 1.375 1.577 1.422
28** 1.661-36 1.812-16 2.000 1.562 1.827 1.700
THREADED COUPLING
Class K Stainless Steel
Pyle FPK-17XX* Series
MS27613KXXTXX*
Military Class K
BAYONET COUPLING
Class K Stainless Steel
Pyle FYL-17XX* Series
MS27613KXXBXX*
Military Class K