參數(shù)資料
型號: AD9271BSVZRL-50
廠商: Analog Devices Inc
文件頁數(shù): 21/60頁
文件大?。?/td> 0K
描述: IC ADC OCT 12BIT 50MSPS 100-TQFP
標準包裝: 1,000
位數(shù): 12
采樣率(每秒): 50M
數(shù)據(jù)接口: 串行,SPI?
轉(zhuǎn)換器數(shù)目: 8
功率耗散(最大): 1.49W
電壓電源: 單電源
工作溫度: -40°C ~ 85°C
安裝類型: 表面貼裝
封裝/外殼: 100-TQFP 裸露焊盤
供應商設備封裝: 100-TQFP-EP(14x14)
包裝: 帶卷 (TR)
輸入數(shù)目和類型: 8 個單端,單極;8 個差分,單極
AD9271
Rev. B | Page 28 of
60
CLOCK INPUT CONSIDERATIONS
For optimum performance, the AD9271 sample clock inputs
(CLK+ and CLK) should be clocked with a differential signal.
This signal is typically ac-coupled into the CLK+ and CLK pins
via a transformer or capacitors. These pins are biased internally
and require no additional bias.
Figure 54 shows the preferred method for clocking the AD9271.
A low jitter clock source, such as the Valpey Fisher oscillator
VFAC3-BHL-50MHz, is converted from single-ended to
differential using an RF transformer. The back-to-back Schottky
diodes across the secondary transformer limit clock excursions
into the AD9271 to approximately 0.8 V p-p differential. This
helps prevent the large voltage swings of the clock from feeding
through to other portions of the AD9271, and it preserves the
fast rise and fall times of the signal, which are critical to low
jitter performance.
0.1F
SCHOTTKY
DIODES:
HSM2812
0.1F
3.3V
50
100
CLK–
CLK+
ADC
AD9271
MINI-CIRCUITS
ADT1-1WT, 1:1Z
XFMR
06
30
4-
05
0
VFAC3
OUT
EN
Figure 54. Transformer-Coupled Differential Clock
If a low jitter clock is available, another option is to ac-couple a
differential PECL signal to the sample clock input pins as shown
in Figure 55. The AD951x family of clock drivers offers excellent
jitter performance.
100
0.1F
240
240
AD951x FAMILY
50
*
CLK
*50
RESISTOR IS OPTIONAL.
06304-
051
CLK–
CLK+
ADC
AD9271
PECL DRIVER
3.3V
OUT
VFAC3
EN
100
0.1F
Figure 55. Differential PECL Sample Clock
LVDS DRIVER
CLK
*50
RESISTOR IS OPTIONAL.
CLK–
CLK+
ADC
AD9271
06
30
4-
05
2
AD951x FAMILY
3.3V
OUT
VFAC3
EN
50
*
Figure 56. Differential LVDS Sample Clock
In some applications, it is acceptable to drive the sample clock
inputs with a single-ended CMOS signal. In such applications,
CLK+ 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 57). Although the
CLK+ input circuit supply is AVDD (1.8 V), this input is
designed to withstand input voltages of up to 3.3 V, making the
selection of the drive logic voltage very flexible.
0.1F
39k
CMOS DRIVER
50
*
OPTIONAL
100
0.1F
CLK
*50
RESISTOR IS OPTIONAL.
CLK–
CLK+
ADC
AD9271
06
30
4-
05
3
AD951x FAMILY
3.3V
OUT
VFAC3
EN
Figure 57. Single-Ended 1.8 V CMOS Sample Clock
0.1F
CMOS DRIVER
50
*
OPTIONAL
100
CLK
*50
RESISTOR IS OPTIONAL.
0.1F
CLK–
CLK+
ADC
AD9271
06
30
4-
05
4
AD951x FAMILY
3.3V
OUT
VFAC3
EN
Figure 58. Single-Ended 3.3 V CMOS Sample Clock
Clock Duty Cycle Considerations
Typical high speed ADCs use both clock edges to generate a
variety of internal timing signals. As a result, these ADCs may
be sensitive to the clock duty cycle. Commonly, a 5% tolerance is
required on the clock duty cycle to maintain dynamic performance
characteristics. The AD9271 contains a duty cycle stabilizer (DCS)
that retimes the nonsampling edge, providing an internal clock
signal with a nominal 50% duty cycle. This allows a wide range
of clock input duty cycles without affecting the performance of
the AD9271. When the DCS is on, noise and distortion perfor-
mance are nearly flat for a wide range of duty cycles. However,
some applications may require the DCS function to be off. If so,
keep in mind that the dynamic range performance can be affected
when operated in this mode. See the Memory Map section for
more details on using this feature.
The duty cycle stabilizer uses a delay-locked loop (DLL) to
create the nonsampling edge. As a result, any changes to the
sampling frequency require approximately eight clock cycles
to allow the DLL to acquire and lock to the new rate.
Clock 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 (fA)
due only to aperture jitter (tJ) can be calculated by
SNR Degradation = 20 × log 10[1/2 × π × fA × tJ]
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