Maxim MAX109 8‑Bit 2.2 Gsps ADC Datasheet

MAX109 is a 2.2Gsps, 8-bit analog-to-digital converter (ADC) that enables the accurate digitizing of analog signals with frequencies up to 2.5GHz.


Maxim MAX109 8‑Bit 2.2 Gsps ADC Datasheet - cover page
Brand
Maxim
Category
Other Electronics
Document type
Datasheet
Language
English
Pages
29
File format
PDF
File size
452 KB
Published
07 May, 2012
Updated
30 September, 2023
Model
MAX109
MD5 checksum
D9088452D415F33C9F1F79D24D557A56

About this manual

The MAX109 high‑speed ADC from Maxim integrates a track‑hold amplifier, quantizer and a 1:4 demultiplexer on a single die. It supports both differential and single‑ended inputs with a 500 mV P‑P range and delivers LVDS outputs that operate from 3.0 V to 3.6 V.

The device is offered in a 256‑pin Super Ball‑Grid Array (SBGA) package and is specified for an industrial temperature range of –40 °C to +85 °C. Typical power dissipation is 6.5–8.8 W, and the ADC achieves 44.6 dB SNR at 300 MHz with an ENOB of 6.9 bits.

What's inside

  • General Description
  • Functional Diagram
  • Absolute Maximum Ratings
  • DC Electrical Characteristics
  • Power Requirements
  • Dynamic Specifications
  • AC Electrical Characteristics
  • Timing Characteristics
  • Typical Operating Characteristics

Specifications

Resolution8 bits
Maximum Sample Rate2.2 Gsps
Full‑Power Input Bandwidth2.8 GHz
LVDS Output Voltage (100 Ω load)250‑400 mV
Supply Voltage for LVDS Outputs3.0 V – 3.6 V
Power Dissipation6.5 – 8.8 W
Effective Number of Bits (ENOB)6.9 bits
Operating Temperature Range–40 °C to +85 °C
Package256‑pin Super Ball‑Grid Array (SBGA)

Frequently asked questions

What is the maximum sampling rate of the MAX109?

The MAX109 can sample at up to 2.2 Gsps.

What supply voltage range does the LVDS output require?

LVDS outputs operate from 3.0 V to 3.6 V.

What is the typical power dissipation of the device?

Typical power dissipation is between 6.5 W and 8.8 W.

What input voltage range does the ADC accept?

The analog input range is 500 mV peak‑to‑peak differential.

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