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vGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdooooA/9k=)
Crystal oscillator
Specifications (characteristics)
1.8 V Typ.
1.6 V to 2.2 V
2.5 V Typ.
2.2 V to 2.8 V
3.3 V Typ.
2.7 V to 3.6 V
Storage as single product.
-20 C to +70 °C / -40 C to +85 °C
B: 50 10-6, C: 100 10-6
L:50 10-6, M: 100 10-6
No load condition, 1 MHz≦f0≦25 MHz
No load condition, 25 MHz<f0≦50 MHz
No load condition, 50 MHz<f0≦75 MHz
No load condition, 75 MHz<f0≦100 MHz
No load condition, 100 MHz<f0≦125 MHz
No load condition, 125 MHz<f0≦166 MHz
50 % VCC level, L_CMOS 15 pF
IOH=-4 mA(PD,SD,PE,SE), -8.0 mA(PC,SC)
IOL= 4 mA(PD,SD,PE,SE), 8.0 mA(PC,SC)
Output load condition
(CMOS)
20 % VCC to 80 % VCC
level, L_CMOS=15 pF
+25 °C, First year, VCC=1.8 V, 2.5 V, 3.3 V
Product Name SG-8003 CG 166.000000MHz P E B
(Standard form) ① ② ③ ④⑤⑥
①Model ②Package type ③Frequency
④Function (P: Output enable, S:Standby)
⑤Supply voltage ⑥Frequency tolerance
±50 × 10-6 / -20 to +70°C
±100 × 10-6 / -20 to +70°C
±50 × 10-6 / -40 to +85°C
±100 × 10-6 / -40 to +85°C
Product Number (please contact us)
X1G003xx2xxxx00
CRYSTAL OSCILLATOR
PROGRAMMABLE
OUTPUT : CMOS
SG - 8003 series
Frequency range : 1 MHz to 166 MHz
Supply voltage : 1.8 V / 2.5 V / 3.0 V / 3.3V
Function : Output enable(OE) or Standby(
)
Short mass production lead time by PLL technology.
SG-Writer available to purchase.
Please contact Epson or local sales representative.
Current consumption (Typ.)