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)
Anaren, Inc. / 6635 Kirkville Road / Eas t Syracuse, NY 13057
800.411.6596 / http://www.anaren.com / air@anaren.com
• Frequency range: 2400-2483.5 MHz
• FCC, IC & ETSI compliant, shielded package
• Digital RSSI output
• Programmable output power up to +0.5dBm
• High sensitivity (-104 dBm at 2.4 kBaud, 2442
MHz 1% packet error rate)
• Ultra-small package size 9 x 12 x 2.5mm
• Industry-standard U.FL connector
• LGA footprint
• RoHS compliant
• Operating temperature -40 to +85C
• Impedance-controlled, multi-layer PCB
• 1.8 to 3.6 VDC
• Low current consumption (16 mA in RX, 250
kBaud, 2442 MHz)
• 400 nA sleep mode current consumption
• Efficient SPI interface; all registers can be
programmed with one “burst” transfer
• Available in tape & reel and matrix tray
A2500R24C
The A2500R24C is a high-performance, FCC & IC certified and ETSI com-
pliant connectorized radio module that incorporates the Texas Instru-
ments CC2500 transceiver chip in the industry’s smallest package
(9 x 12 x 2.5mm).
2500 Series
Features Benefits
Block diagram
This product shall not be used in any of the following products or systems
without prior express written permission from Anaren Microwave, Inc:
(i) implantable cardiac rhythm management syst ems, including without
limitation pacemakers, defibrillators and cardiac resynchronization devices;
(ii) external cardiac rhythm management systems that communicate
directly with one or more implantable medical devices; or
(iii) other devices used to monitor or treat cardiac function, including without
limitation pressure sensors, biochemical sensors and neurostimulators.
• No RF engineering experience necessary
• No additional “Intentional Radiator” certifica-
tion required (FCC CFR 47 Part 15, IC RSS-
210, ETSI EN 300 328)
• Minimal real estate required
• Easily implemented on a two layer PCB
• No additional harmonic filtering required
• 100% RF-tested in production
• Common footprint for product family
• No additional DC decoupling required
• Integrated analog temperature sensor
• Excellent receiver selectivity and blocking
performance
• Suitable for frequency hopping systems,
thanks to a fast-settling frequency synthesizer
with 90 µs settling time
• Impedance-matched balun for optimized effi-
ciency
• Support for asynchronous and synchronous
serial receive/transmit mode for backwards
compatibility with existing radio communica-
tion protocols
PLEASE NOTE: Additional information on the Texas Instruments CC2500
device can be found in the company’s latest datasheet release at
http://www.ti.com