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JESD204B high speed serial interface. This product is designed for sampling
wide bandwidth analog signals up to the second Nyquist zone. The combination
of wide input bandwidth, high sampling rate, and excellent linearity of the
AD9625 is ideally suited for spectrum analyzers, data acquisition systems, and
a wide assortment of military electronics applications, such as radar and
jamming/anti-jamming measures.
The board meets most of the FMC specifications in terms of mechanical size,
mounting hole locations, and more. Although this… Show More..
For all the information needed to get started with this board please refer to our wiki user guide.
Product Categories: Data Converters Power Management Amplifiers
Reference Board: AD-FMCADC3-EBZ
Hover over the colored pins to learn more about Analog Devices' products used on this board
4See All 2User Guides 1Evaluation Documentation 1Technical Articles
AD-FMCADC3-EBZ Quick Start Guide WIKI
AD-FMCADC3-EBZ User Guide WIKI
AD-FMCADC3-EBZ FPGA Support Information WIKI
A Test Method for Synchronizing Multiple GSPS Converters PDF
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Getting Started
Reference Board
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