ADF4196 Series
Low Phase Noise, Fast Settling 6 GHzPLL Frequency Synthesizer
Manufacturer: Analog Devices
Catalog
Low Phase Noise, Fast Settling 6 GHzPLL Frequency Synthesizer
Key Features
• Fast settling, fractional-NPLL architecture
• Single PLL replaces ping-pong synthesizers
• Frequency hop across GSM band in 5 μs with phase settled within 20 μs
• 1 degree rms phase error at
• 4 GHz RF output
• Digitally programmable output phase
• RF input range up to 6 GHz
• 3-wire serial interface
• On-chip, low noise differential amplifier
• Phase noise figure of merit: –216 dBc/Hz
Description
AI
The ADF4196 frequency synthesizer can be used to implement local oscillators (LO) in the upconversion and downconversion sections of wireless receivers and transmitters. Its architecture is specifically designed to meet the GSM/EDGE lock time requirements for base stations, and the fast settling feature makes the ADF4196 suitable for pulse Doppler radar applications.The ADF4196 consists of a low noise, digital phase frequency detector (PFD) and a precision differential charge pump. A differential amplifier converts the differential charge pump output to a single-ended voltage for the external voltage controlled oscillator (VCO). The sigma-delta (Σ-Δ) based fractional interpolator, working with the N divider, allows programmable modulus fractional-N division. Additionally, the 4-bit reference (R) counter and on-chip frequency doubler allow selectable reference signal (REFIN) frequencies at the PFD input.A complete phase-locked loop (PLL) can be implemented if the synthesizer is used with an external loop filter and a VCO. The switching architecture ensures that the PLL settles within the GSM time slot guard period, removing the need for a second PLL and associated isolation switches. This decreases the cost, complexity, PCB area, shielding, and characterization found on previous ping-pong GSM PLL architectures.ApplicationsGSM/EDGE base stationsPHS base stationsPulsed Doppler radarInstrumentation and test equipmentBeam-forming/phased array systems
