Part Number : TBC136 5 2 73 6L | Alternate P/N : TBC13652736L |
NSN : 5915-00-249-16405915002491640 | Item Name : Filter Band Pass |
Manufacturer : Telonic Berkeley Inc | CAGE Code : 04423 |
FSC : FSC5915 Filters and Networks | NIIN : 002491640 |
NSN | FSC | NIIN | CLS | Hazmat | DEMIL | Cancelled NSN |
---|---|---|---|---|---|---|
5915-00-249-1640 Item Description: FILTER,BAND PASS | 5915 | 002491640 | 0 | P | ||
CIIC | HCC | ESD | PMIC | Criticality | ENAC | |
U | U | |||||
Part Number | ISC | RNVC | RNCC | HCC | MSDS | SADC |
67A32A634 | 2 | 2 | 3 |
MRC | Criteria | Characteristic |
---|---|---|
ABHP | OVERALL LENGTH | 12.120 INCHES NOMINAL |
ADAR | BODY OUTSIDE DIAMETER | 1.250 INCHES NOMINAL |
AFGA | III OPERATING TEMP RANGE | -30.0 TO 65.0 DEG CELSIUS |
AHAJ | REFERENCE FREQUENCY PER FUNCTION | 136.5 MEGAHERTZ BLANK |
AHAU | INPUT IMPEDANCE PER FUNCTION W/LOAD | 50.0 OHMS BLANK |
AHAV | OUTPUT IMPEDANCE PER FUNCTION W/SOURCE ACROSS INPUT | 50.0 OHMS BLANK |
AHBN | III INPUT TERMINAL MANUFACTURER CODE | 04423 |
AHBP | III INPUT TERMINAL IDENTIFICATION | C |
AHBS | OUTPUT TERMINAL MANUFACTURER CODE | 04423 |
AHBT | III OUTPUT TERMINAL IDENTIFICATION | C |
AKNA | INCLOSURE TYPE | ENCASED |
AXHR | MOUNTING FACILITY TYPE AND QUANTITY | 1 CLAMP |
CQDR | INSERTION LOSS AT REFERENCE FREQUENCY PER FUNCTION IN DECIBELS | 5.0 BLANK |
CQDW | FUNCTIONAL TERMINAL TYPE AND QUANTITY | 1 CONNECTOR, RECEPTACLE INPUT 1ST FUNCTION |
CQDW | FUNCTIONAL TERMINAL TYPE AND QUANTITY | 1 CONNECTOR, RECEPTACLE OUTPUT 2ND FUNCTION |
CQFC | III SPECIFIED FREQUENCIES OF DISCRIMINATION PER FUNCTION | 130.90 MEGAHERTZ BLANK AND 135.15 MEGAHERTZ BLANK AND 137.85 MEGAHERTZ BLANK AND 142.10 MEGAHERTZ BLANK |
CQRG | III BODY MATERIAL | METAL |
CRBB | FREQUENCY BAND WIDTH PER FUNCTION | 135.15 MEGAHERTZ BLANK AND 137.85 MEGAHERTZ BLANK |
CRBC | DISCRIMINATION AT SPECIFIED FREQUENCIES PER FUNCTION IN DECIBELS | 60.0 MINIMUM BLANK AND 3.0 MAXIMUM BLANK AND 3.0 MAXIMUM BLANK AND 60.0 MINIMUM BLANK |
STYL | STYLE DESIGNATOR | ROUND TERMINAL/TERMINALS ON OPPOSITE SURFACES |
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