K4B14C: HOUSING,BEARING,PUMP.
The HOUSING,BEARING,PUMP is a the manufacturer industrial component. Key specifications include material: NICKEL ALLOY OVERALL, corner_shape: SQUARE ALL CORNERS, overall_length: 7.2490 INCHES MINIMUM AND 7.2510 INCHES MAXIMUM IN, surface_finish: 125.0 MICROINCHES RIGHT END SURFACE, hardness_rating: 265.0 BRINELL STANDARD NOMINAL OVERALL, keyway_dimension: 0.5625 INCHES NOMINAL INTERNAL KEYWAY WIDTH IN. This part is cataloged in the U.S.
Government catalog under NSN 4320-01-045-3555, indicating validated use in U.S. government and defense logistics supply chains. Available through authorized enterprise resellers and TPM (Third Party Maintenance) channels.
Verify compatibility with your specific system configuration before ordering.
| material | NICKEL ALLOY OVERALL |
| corner_shape | SQUARE ALL CORNERS |
| overall_length | 7.2490 INCHES MINIMUM AND 7.2510 INCHES MAXIMUM IN |
| surface_finish | 125.0 MICROINCHES RIGHT END SURFACE |
| hardness_rating | 265.0 BRINELL STANDARD NOMINAL OVERALL |
| keyway_dimension | 0.5625 INCHES NOMINAL INTERNAL KEYWAY WIDTH IN |
| style_designator | SOLID, PLAIN, NO OUTSIDE FLANGES |
| body_inside_diameter | 1.6865 INCHES MINIMUM AND 1.6880 INCHES MAXIMUM IN |
| body_outside_diameter | 2.2450 INCHES MINIMUM AND 2.2460 INCHES MAXIMUM IN |
| material_document_and_classification | QQ-N-286 FED SPEC SINGLE MATERIAL RESPONSE OVERALL |
| NSN | 4320-01-045-3555 |
| SURFACE FINISH | 125.0 MICROINCHES LEFT END SURFACE |
| SURFACE FINISH | 125.0 MICROINCHES RIGHT END SURFACE |
| SURFACE FINISH | 63.0 MICROINCHES INSIDE DIAMETER SURFACE OF BODY |
| SURFACE FINISH | 63.0 MICROINCHES BODY |
| CORNER SHAPE | SQUARE ALL CORNERS |
| BODY OUTSIDE DIAMETER | 2.2450 INCHES MINIMUM AND 2.2460 INCHES MAXIMUM IN |
| HARDNESS RATING | 265.0 BRINELL STANDARD NOMINAL OVERALL |
| STYLE DESIGNATOR | SOLID, PLAIN, NO OUTSIDE FLANGES |
| MATERIAL DOCUMENT AND CLASSIFICATION | QQ-N-286 FED SPEC SINGLE MATERIAL RESPONSE OVERALL |
| OVERALL LENGTH | 7.2490 INCHES MINIMUM AND 7.2510 INCHES MAXIMUM IN |