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AD6655 Datenblatt(PDF) 33 Page - Analog Devices

Teilenummer AD6655
Bauteilbeschribung  IF Diversity Receiver
PDF  84 Pages
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Hersteller  AD [Analog Devices]
Direct Link  http://www.analog.com
Logo AD - Analog Devices

AD6655 Datenblatt(HTML) 33 Page - Analog Devices

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AD6655
Rev. 0 | Page 33 of 84
100Ω
0.1µF
0.1µF
0.1µF
0.1µF
240Ω
240Ω
AD951x
PECL DRIVER
50kΩ
50kΩ
CLK–
CLK+
ADC
AD6655
CLOCK
INPUT
CLOCK
INPUT
Figure 59. Differential PECL Sample Clock (Up to 625 MHz)
A third option is to ac-couple a differential LVDS signal to the
sample clock input pins, as shown in Figure 60. The AD9510/
AD9511/AD9512/AD9513/AD9514/AD9515/AD9516 clock
drivers offer excellent jitter performance.
100Ω
0.1µF
0.1µF
0.1µF
0.1µF
50kΩ
50kΩ
CLK–
CLK+
ADC
AD6655
CLOCK
INPUT
CLOCK
INPUT
AD951x
LVDS DRIVER
Figure 60. Differential LVDS Sample Clock (Up to 625 MHz)
In some applications, it may be acceptable to drive the sample
clock inputs with a single-ended CMOS signal. In such applica-
tions, the CLK+ pin should be driven directly from a CMOS
gate, and the CLK− pin should be bypassed to ground with
a 0.1 μF capacitor in parallel with a 39 kΩ resistor (see Figure 61).
CLK+ can be driven directly from a CMOS gate. Although the
CLK+ input circuit supply is AVDD (1.8 V), this input is designed
to withstand input voltages of up to 3.6 V, making the selection
of the drive logic voltage very flexible.
OPTIONAL
100Ω
0.1µF
0.1µF
0.1µF
39kΩ
50Ω
CLK–
CLK+
ADC
AD6655
VCC
1kΩ
1kΩ
CLOCK
INPUT
AD951x
CMOS DRIVER
Figure 61. Single-Ended 1.8 V CMOS Sample Clock (Up to 150 MSPS)
OPTIONAL
100Ω
0.1µF
0.1µF
0.1µF
VCC
50Ω
CLK–
CLK+
ADC
AD6655
1kΩ
1kΩ
CLOCK
INPUT
AD951x
CMOS DRIVER
Figure 62. Single-Ended 3.3 V CMOS Sample Clock (Up to 150 MSPS)
Input Clock Divider
The AD6655 contains an input clock divider with the ability to
divide the input clock by integer values between 1 and 8. If a divide
ratio other than 1 is selected, the duty cycle stabilizer is auto-
matically enabled.
The AD6655 clock divider can be synchronized using the external
SYNC input. Bit 1 and Bit 2 of Register 0x100 allow the clock
divider to be resynchronized on every SYNC signal or only on
the first SYNC signal after the register is written. A valid SYNC
causes the clock divider to reset to its initial state. This synchro-
nization feature allows multiple parts to have their clock dividers
aligned to guarantee simultaneous input sampling.
Clock Duty Cycle
Typical high speed ADCs use both clock edges to generate a
variety of internal timing signals and, as a result, may be sensitive to
clock duty cycle. Commonly, a ±5% tolerance is required on the
clock duty cycle to maintain dynamic performance characteristics.
The AD6655 contains a duty cycle stabilizer (DCS) that retimes
the nonsampling (falling) edge, providing an internal clock
signal with a nominal 50% duty cycle. This allows the user to
provide a wide range of clock input duty cycles without affecting
the performance of the AD6655. Noise and distortion performance
are nearly flat for a wide range of duty cycles with the DCS on, as
shown in Figure 44.
Jitter on the rising edge of the input clock is still of paramount
concern and is not easily reduced by the internal stabilization
circuit. The duty cycle control loop does not function for clock
rates less than 20 MHz nominally. The loop has a time constant
associated with it that must be considered when the clock rate
can change dynamically. A wait time of 1.5 μs to 5 μs is required
after a dynamic clock frequency increase or decrease before the
DCS loop is relocked to the input signal. During the time
period that the loop is not locked, the DCS loop is bypassed,
and internal device timing is dependent on the duty cycle of the
input clock signal. In such applications, it may be appropriate to
disable the duty cycle stabilizer. In all other applications, enabling
the DCS circuit is recommended to maximize ac performance.
Jitter Considerations
High speed, high resolution ADCs are sensitive to the quality
of the clock input. The degradation in SNR at a given input
frequency (fIN) due to jitter (tJ) can be calculated by
SNRHF = −10 log[(2π × fIN × tJRMS)2 + 10
]
)
10
/
(
LF
SNR
In the equation, the rms aperture jitter represents the root-
mean-square of all jitter sources, which include the clock input,
the analog input signal, and the ADC aperture jitter specification.
IF undersampling applications are particularly sensitive to jitter,
as shown in Figure 63.



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