Browse Categories

Slotted Nuts

Castle nuts also known as slotted nuts has slots cut into one end. castle nuts are locking devices that is used to ensure the nut remains affixed and resists vibrations.

Fasteners/Nuts/Slotted and Bearing Nuts 
Viewing Page 1 of 8 (75 results)

1-14 SLOTTED HEX NUT ZINC (Cr3)

Item #: 100FSHN-Z

1-14 SLOTTED HEX NUT ZINC (Cr3)

UOM: EA
IN STOCK


Add to Quote
M12-1.0 SPECIAL ROUND NUT S/S PER PRINT

M12-1.0 SPECIAL ROUND NUT S/S PER PRINT

Item #: /402243561381

M12-1.0 SPECIAL ROUND NUT S/S PER PRINT PRINT # 4022.435.6138 REV 1

UOM: EA
IN STOCK


Add to Quote
M12-1.0 SPECIAL ROUND NUT S/S PER PRINT

M12-1.0 SPECIAL ROUND NUT S/S PER PRINT


M12-1.0 SPECIAL ROUND NUT S/S PER PRINT PRINT # 4022.435.6138 REV A CLEANED AND PACKAGED PER GSA 07 4320 POLY 25

UOM: EA
IN STOCK


Add to Quote
M4-.7 SLOTTED FLAT NUT BN224  ZINC

M4-.7 SLOTTED FLAT NUT BN224 ZINC

Item #: .4CSFN-Z

M4-.7 SLOTTED FLAT NUT BN224 ZINC

UOM: EA
NOT IN STOCK


Add to Quote
M 50-1.5 SL RND NUT DIN1804W PLAIN

M 50-1.5 SL RND NUT DIN1804W PLAIN

Item #: .50FMNV-P

M 50-1.5 SL RND NUT DIN1804W PLAIN

UOM: EA
NOT IN STOCK


Add to Quote
M 50-1.5 SLOTTED ROUND NUT DIN1804W  Z&Y

M 50-1.5 SLOTTED ROUND NUT DIN1804W Z&Y

Item #: .50FMNV-Y

M 50-1.5 SLOTTED ROUND NUT DIN1804W Z&Y

UOM: EA
NOT IN STOCK


Add to Quote
M 50-1.5 SL RND NUT DIN1804W ZINC

M 50-1.5 SL RND NUT DIN1804W ZINC

Item #: .50FMNV-Z

M 50-1.5 SL RND NUT DIN1804W ZINC

UOM: EA
NOT IN STOCK


Add to Quote
M100-2.0 SLOTTED SHAFT NUT DIN 981  PLN

M100-2.0 SLOTTED SHAFT NUT DIN 981 PLN

Item #: .100CMNK-P

M100-2.0 SLOTTED SHAFT NUT DIN 981 PLN

UOM: EA
NOT IN STOCK


Add to Quote
M10-.75 SLOTTED SHAFT NUT DIN 981 S/S

M10-.75 SLOTTED SHAFT NUT DIN 981 S/S

Item #: .10EMNKS

M10-.75 SLOTTED SHAFT NUT DIN 981 S/S

UOM: EA
IN STOCK


Add to Quote
M10-.75 SLOTTED SHAFT NUT DIN 981 S/S

M10-.75 SLOTTED SHAFT NUT DIN 981 S/S

Item #: .10EMNKS-CL

M10-.75 SLOTTED SHAFT NUT DIN 981 S/S CLEANED AND PACKAGED PER GSA 05 0110
POLY 50

UOM: EA
IN STOCK


Add to Quote
  • 1
  • 2
  • 3
  • 4
  • 5
  • 6
  • 7
  • 8
  • NEXT »