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CDK8307EILP64 参数 Datasheet PDF下载

CDK8307EILP64图片预览
型号: CDK8307EILP64
PDF下载: 下载PDF文件 查看货源
内容描述: 12月13日位,四十零分之二十零/ 50/ 65 / 80MSPS ,八通道,超低功耗ADC LVDS [12/13-bit, 20/40/50/65/80MSPS, Eight Channel, Ultra Low Power ADC with LVDS]
分类和应用:
文件页数/大小: 31 页 / 1408 K
品牌: CADEKA [ CADEKA MICROCIRCUITS LLC. ]
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Data Sheet  
For applications where jitter may limit the obtainable per-  
formance, it is of utmost importance to limit the clock  
jitter. This can be obtained by using precise and stable  
clock references (e.g. crystal oscillators with good jitter  
specifications) and make sure the clock distribution is well  
controlled. It might be advantageous to use analog power  
and ground planes to ensure low noise on the supplies  
to all circuitry in the clock distribution. It is of utmost im-  
portance to avoid crosstalk between the ADC output bits  
and the clock and between the analog input signal and  
the clock since such crosstalk often results in harmonic  
distortion.  
Clock Input and Jitter Considerations  
Typicallyhigh-speedADCsusebothclockedgestogenerate  
internal timing signals. In the CDK8307 only the rising  
edge of the clock is used. Hence, input clock duty cycles  
between 20% and 80% is acceptable.  
The input clock can be supplied in a variety of formats.  
The clock pins are AC-coupled internally, and hence a wide  
common mode voltage range is accepted. Differential  
clock sources as LVDS, LVPECL or differential sine wave  
can be connected directly to the input pins. For CMOS  
inputs, the CLKN pin should be connected to ground, and  
the CMOS clock signal should be connected to CLKP. For  
differential sine wave clock input the amplitude must be  
The jitter performance is improved with reduced rise and  
fall times of the input clock. Hence, optimum jitter per-  
formance is obtained with LVDS or LVPECL clock with fast  
edges. CMOS and sine wave clock inputs will result in  
slightly degraded jitter performance.  
at least ±0.8V .  
pp  
The quality of the input clock is extremely important for  
high-speed, high-resolution ADCs. The contribution to  
SNR from clock jitter with a full scale signal at a given  
frequency is shown in equation below.  
If the clock is generated by other circuitry, it should be re-  
timed with a low jitter master clock as the last operation  
before it is applied to the ADC clock input.  
SNR  
= 20 log (2 π F εt)  
jitter  
IN  
where F is the signal frequency, and εt is the total rms  
IN  
jitter measured in seconds. The rms jitter is the total of all  
jitter sources including the clock generation circuitry, clock  
distribution and internal ADC circuitry.  
©2009 CADEKA Microcircuits LLC  
www.cadeka.com  
29  
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