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)
GTXO-14V 2/4
v1.0
Frequency
stability
see note below
Holdover stability
(option D only)
Frequency vs
supply voltage
Short term ageing
(option D only)
±40ppb per day, ±4.63x10 per sec
1.3mA typ, 2.9mA max (≤52.0MHz)
12.0mA max (>52.0MHz)
Clipped sine, 1.0V p-p (≤40MHz)
Clipped sine, 0.8V p-p (>40MHz)
±10ppm min 50%V ±40%V
±5% linearity, positive slope
Phase noise (typ
@ 19.44MHz)
-90dBc/Hz @ 10Hz
-120dBc/Hz @ 100Hz
-140dBc/Hz @ 1kHz
-150dBc/Hz @ 10kHz
-152dBc/Hz @ 100kHz
0.5ps typ, 1.0ps max, 12kHz~f /2
Stability is inclusive of calibration, temperature,
voltage, load, 20 years ageing, shock & vibration
SPECIFICATIONS