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AD9144模块答疑 问题一:fmcAD9144模块从jp2送入AD9516的时钟信号需要多大幅值的?1.8V够吗?
答:一般JP2的时钟幅值为1.5V。1.8V也是可以的。
问题二:有没有大于500M采样率的AD模块?
答:大于250M以上采样率的AD模块,都是受限制的器件。本公司提供的最高采样率的AD是125M的。
问题三:AD模块的精度可以达到多少?
答:本公司提供的AD模块,其精度最高是14位,不同产品精度是不同的,注意区分。
问题四:AD9144 JESD204B接口代码,这个商品是在哪个平台上实现的?
答:目前在KC705平台实现,使用的是FMC HPC接口。实际上,只要有HPC接口和一个SMA时钟管脚,均可以使用此平台。
问题五:AD9144板子 FMC接口电压值VADJ一般为多大? 答:2.5V
问题六:可以用1LANE,可以产生300MHZ吗?答:如果此300M是指采样率,则数据速率是300*16=1.8Gbps,再加上其他开销,估计是2.5Gbps,是可以实现的。
如果此300M是指正弦波频率(很多人分不清楚),则还要考虑一下正弦波有几个采样点,再综合考虑。我们提供的AD9144板,其SENDES频率一般支持到6.25G
问题七:AD9144的数据手册说可以10G?
答:AD9144芯片可以跑10G,但本模块由于受PCB影响,最高只能跑6.25G。
问题八:带宽是多大?
答:2.8g
问题九:9144这个板子上的时钟芯片需要配置来满足这个条件吗?
![](http://data:image/png;base64,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)
答:是的,时钟芯片用ad9516,需要配置。
问题十:5620开发板+ad9144小板一起工作时,两板的时钟是否同步?
答:AD9144的时钟,以及FPGA的接收时钟,均来自AD9516,是要求同步的。
问题十一:ad9144板上的ad9516的配置可否自己更改?
答:可以的。AD9516的配置,是由FPGA通过SPI接口控制的。
问题十二:ad9144板是直接输出的吗?没有滤波器?
答:是直接输出的,没有经过滤波器。
问题十二:ad9144的输出波形是否可以控制?例如何时产生,以及何时关掉?
答:这个当然是可以的。这个需要在FPGA代码中实现控制
AD9653模块答疑 问题一: 我看上海冕芯的版本,价格要低一些,想确认一下这个性能能完全对标ADI吗?有没有测试过? 答:冕芯是跟我们有合作,所以价格便宜些,相对于上海贝岭的性能会差一点,但差距很小。
问题二:AD9653是否提供基于verilog的驱动? 答:目前的驱动就是verilog的。
问题三:AD9653提供的程序代码,用的是哪个模式? 答:FCO模式
问题四:FmcAd9653-FMC板卡上的时钟芯片AD9517有国产的替代芯片吗?这个模块上的所有材料包括电源芯片,有全国产的方案或FMC板卡吗? 答:有国产化方案,但是不能原位替代。这款板卡的ad芯片,时钟芯片,电源芯片,检波芯片以及所有的连接器,都可以做全国产化。 问题五:请问AD9653是每个通道都能达到125M是不? 答:可以的达到的
问题六:请问FMC接口是标准的不? 答:是标准的
问题七:请问能适配赛灵思官方开发版不? 答:适用的
问题八:请问这个9653里16B就是16位的吗?是什么意思?
答:16b表示分辨率
问题九:请问AD9653测试配置程序可以提供不?
答:可以提供的,我们会提供接口程序,方便客户使用的
问:AD9653打开工程是用什么版本的vivado 答:2019
问:空采噪声 ,测试的是底噪吗? 答:浮空测试
问:浮空测试算随机的,不算底噪吧,有输入接地测试数据吗? 答:跟接地一样的,前端是巴伦耦合,不是运放耦合的。
问:空采底噪多大?是经过FFT吗?自己写的软件还是有专用软件分析的? 答:是过了fft看的,最左边能看到数据,-158.72dbfs/hz; adi的软件,visual analog
光纤模块答疑 问题一:光纤模块提供哪些资料?
答:购买本模块,可以提供如下资料
1. 光纤模块原理图(PDF格式)
2. 光纤测试工程3. 千兆网测试工程
4. 明德扬NET_FMC_HPC扩展模块说明书_v1(PDF格式)
5. 管脚列表
问题二:请问时钟稳定度是多少ppm呢?
答:光纤模块的时钟使用SiT9102,频率稳定度高达±10ppm
问题三:光纤工程能用MP5620板操作吗? 答:MP5620开发板另加一个光纤模块,才能跑光纤工程
问题四:请问模块的外观尺寸是多少 ? 答:85MM*85MM
问题五:光纤模块中的网络芯片,88E1116有没有达到工业级别?
答:已达到工业级别。
问题六:本模块提供的源供,请问是从哪层的哪层的?是PHY+MAC+IP+UDP吗?答:本公司具有万兆网 UDP IP核技术,如果需要,可以联系MDY销售购买。
问题九:请问1G的PHY是用sgmii到FPGA,还是Gmii/rgmii? 答:是用RGMII的。
问题十:板载的差分晶振是多少? 答:光纤模块板载SiT9102差分晶振的时钟频率为156.250MHz,为固定频率,如需其他频率,需要更换晶振。
问题十一:光纤模块的156.25频率是实现哪个速率的光纤通信?走什么协议?
答:可以通过IP核设置来实现多种速率,例如2G 2.5G 3.125G等,也支持多种协议。
问题十二:SIT9102可以实现125M速率的芯片有哪一些? 答:目前我们没有验证过,理论上Q3806CA10003901 、 AX7DAF1-125.0000C 、 SIT9121AI-2D1-33E125.000000都可以的。
问题十三:请问光纤模块亮红灯是代表正常工作吗? 答: 是的,亮红灯表示电压正常,是正常工作。 问题十四:请问此模块能支持兼容多模的SFP+吗 ?不是SFP。 答:兼容的
千兆以太网模块答疑 1.模块是否支持UDP/TCP协议? 本模块使用的RTL8211芯片,实现的是PHY层的协议不包括MAC、UDP、TCP等层次。这些功能不是模块实现的,是需要外部如FPGA、ARM、STM32来实现的。 我们提供FPGA测试代码。发送方向构造了UDP包文持续发送数据,用于验证模块的发送功能是否正确。接收方向有一个包文检查的机制,用户可修改预期接收的包文来对比。
2.模块是否支持动态IP和静态IP? 该功能是DHCP协议功能,该功能模块是无法实现的,需要外部CPU实现。
3.模块支持的速率? 模块理论上支持的速率是1000Mbit。
4.模块支持和哪些芯片对接? 可以支持FPGA、ARM、STM32和单片机等所有CPU只要接口正确,能产生和接收相应的时序就可以支持。
5.我只想用干兆网传输数据,是看中其速率大的优点,但我又不想花时间了解各种协议,也不想调试,怎么办? 可以联系我们客服,我们有现成的IP核,你无须理会实现的各种细节,就可以像读写RAM那样使用千兆网传输数据。
6.请问我按照千兆网模块使用手册上说的这个应交应该输出的是125Mhz的时钟信号, 但是我这类检查到的最大只有25Mhz的时钟信号,还和一个4MHZ的时钟信号在切换
答:E_RXC是由千兆网模块产生的接收时钟,在1000M模式下,时钟频率为125M;100M模式下,时钟频率是25M;在10M模式下,时钟频率为2.5M。 如果该时钟频率不稳定,有可能是链路在不停地协商,变换通信模式,请检查硬件电路。
7.千兆网模块能不能进行rgmii模式?
解答:可以。
8.有没rgmii模式相关使用教程?
解答:请根据实际情况所使用的以太网芯片如rtl8211的数据手册就来配置就可以了,非常详细。
9.把r25改到r14位置,可以实现RGMII吗 ?
解答:RGMII模式硬件上的更换不单单只有这个COL引脚,其他特殊引脚如SELRGV也请根据芯片数据手册进行配置。
AD9144以及其他高速AD DA产品交流汇总贴:
【问题1.1】有没有大于500M采样率的AD模块?
答:大于250M以上采样率的AD模块,都是受限制的器件。本公司提供的最高采样率的AD是125M的。
【问题1.2】AD模块的精度可以达到多少?
答:本公司提供的AD模块,其精度最高是14位,不同产品精度是不同的,注意区分。
【问题1.3】AD9144 JESD204B接口代码,这个商品是在哪个平台上实现的?
答:目前在KC705平台实现,使用的是FMC HPC接口。实际上,只要有HPC接口和一个SMA时钟管脚,均可以使用此平台。
VGA模块
1.请问使用vga模块时,sd卡部分功能如果不使用的话是相关的5678脚应该悬空还是接地
答:是悬空的
下载器
1.下载器的烧录文件是不是已下载好的?
答:是的
2.下载器是否支持修改ID?
答:是的
3.可以多个下载器链接一个电脑吗?
答:可以的
4.JTAG下载器有没有固化程序的功能?
答:有
5.下载器的工作温度是多少?
答:-40~+85
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