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Programmable Spread Spectrum Crystal Oscillator:
SG-9101CG/SG-9101CE/SG-9101CB/SG-9101CA
Features
● Spread Spectrum Crystal oscillator (Programmable)
● Output frequency:
0.67 MHz to 170 MHz
● Supply voltage:
1.62 V to 3.63 V
● Configurable spread spectrum settings:
2 kinds of spread type, 6 kinds of spread width
4 kinds of modulation frequency, 3 kinds of spread profile
Epson’s SG-9101 series are Programmable Crystal Oscillator series with CMOS output.
While this series offer the same easy programmability of frequencies and other parameters as comparable earlier
Epson products, they also have a wider operating temperature range, with a top-end limit of 105 °C. In addition to
a 2.5 × 2.0 mm package that will enable electronics manufacturers to save board space, the oscillators will also be
available in the following popular package sizes: 3.2 × 2.5 mm, 5.0 × 3.2 mm and 7.0 × 5.0 mm.
Users will be able to program the products to the required output frequency, as well as to the required spread
spectrum settings, with an Epson SG-Writer II (sold separately).
This will also significantly contribute to performance, lower power requirements, fast development cycles, and
low-volume production.
Outline Drawing and Terminal Assignment
SG-9101CG
* Please do not use the OE/S̅ T̅ terminal in the open state.
OE function Osc. Circuit Output
“H” Oscillation Specified frequency: Enable
“L” Oscillation Low (weak pull down): Disable
S̅ T̅ function Osc. Circuit Output
“H” Oscillation Specified frequency: Enable
“L” Oscillation stop Low (weak pull down): Disable
SG-9101CG
(2.5 × 2.0 mm)
SG-9101CE
(3.2 × 2.5 mm)
SG-9101CB
(5.0 × 3.2 mm)
SG-9101CA
(7.0 × 5.0 mm)
Page 1 / 37 Spec No : SG-9101series_E_Ver1.00