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Te5mf/Z)
Crystal oscillator
Specifications (characteristics)
80.000 MHz to 200.000 MHz
Please contact us about available frequencies.
Storage as single product.
G: -40 to +85°C, J: -20 to +70°C, K: 0 to +70°C
Includes frequency aging (20 years)
H: ±100 × 10-6 Min., G: ±50 × 10-6 Min.
Frequency change polarity
Output load condition (ECL)
between 20% and 80% of (VOH-VOL)
Time at minimum supply voltage to be 0 s
This is included frequency tolerance
+25 C, VCC=3.3 V, 20 years
*1 Absolute pull range = Frequency control range - Frequency tolerance
*
Please keep VC pin open or ground while powering up VCC.
Product Name VG-4512 CA - 155.520000 - G G C T
(Standard form) ① ② ③ ④⑤⑥⑦
①Model ②Package type ③Frequency(MHz) ④Operating temperature ⑤Absolute pull range
⑥Supply voltage (C: 3.3V Typ.) ⑦OE function
External dimensions (Unit :mm)
Footprint (Recommended) (Unit :mm)
VOLTAGE –CONTROLLED CRYSTAL OSCILLATOR (VCXO)
OUTPUT : LV-PECL
VG - 4512CA
Frequency range : 80 MHz to 200 MHz
Supply voltage : 3.3 V
Absolute pull range : 50 × 10-6, 100 × 10-6
External dimensions : 7.0 × 5.0 × 1.6 mm
Function : Output enable (OE)
Active High or Low
Output : LV-PECL
Product Number (please contact us)
X1G003691xxxx00
To maintain stable operation, provide a 0.01uF to 0.1uF
by-pass capacitor at a location as near as possible to the
power source terminal of the crystal product (between Vcc
- GND).
Note .
●Active High
OE pin = "H" or "open" : Specified frequency output.
OE pin = "L" : Output is high impedance, oscillation stops.
●Active Low
OE pin = "L" or "open" : Specified frequency output.
OE pin = "H" : Output is high impedance, oscillation stops.