For application flexibility, various functions, features, and modes are programmable in four Mode Registers,
provided by the DDR3 SDRAM, as user defined variables and they must be programmed via a Mode Register Set (MRS) command.

As the default values of the Mode Registers (MR#) are not defined, contents of
Mode Registers must be fully initialized and/or re-initialized, i.e., written, after power up and/or reset for
proper operation. Also the contents of the Mode Registers can be altered by re-executing the MRS command
during normal operation. When programming the mode registers, even if the user chooses to modify only a
sub-set of the MRS fields, all address fields within the accessed mode register must be redefined when the
MRS command is issued. MRS command and DLL Reset do not affect array contents, which means these
commands can be executed any time after power-up without affecting the array contents

learning ddr mode reigsters的更多相关文章

  1. learning ddr pagesize calculate

    example: if DDR is 512MB*16*8 COLBITS = 10,  A0-A9 be used for cloumn address. ORG = 16 ,  each bank ...

  2. learning ddr Electrical Characteristics and AC Timing

    reference: JEDS79-3F.pdf , page:181

  3. learning ddr tRP and tRP tRTP CL tRAS

    referce :https://blog.csdn.net/ghostyu/article/details/7728106 tRP(RAS Precharge Time): “内存行地址控制器预充电 ...

  4. learning ddr write leveling

  5. learning ddr seft-refresh mode summary

  6. learning ddr input clock frequency change condition

  7. learning ddr DLL-off mode

  8. learning ddr mode register MR3

  9. learning ddr mode register MR2

随机推荐

  1. java转义字符处理——“\\”替换为“/”

    replaceAll("\\\\", "/"); 例如 //获取项目路径,并将\转换为/ File directory = new File("&qu ...

  2. 关于使用python.numpy的tips

    产生含有5个数字的随机向量时,注意写法 import numpy as np A=np.random.randn(5,1)   # 注意不要只写5  B=np.random.randn(5)与A不一样 ...

  3. Codeforces 377A - Maze

    A. Maze 题目链接:http://codeforces.com/contest/377/problem/A time limit per test 2 seconds memory limit ...

  4. 雷林鹏分享:jQuery EasyUI 窗口 - 自定义窗口工具栏

    jQuery EasyUI 窗口 - 自定义窗口工具栏 默认情况下,窗口(window)有四个工具:collapsible.minimizable.maximizable 和 closable.比如我 ...

  5. 国外(英文)——WPF较好的奇葩问题解决网站

    https://stackoverflow.com/questions/6415908/c-sharp-wpf-datagrid-vertical-scroll

  6. Python核心编程的四大神兽

    http://www.cnblogs.com/ssy3340/p/9747722.html

  7. 关于Mysql 查询所有表的实时记录用于对比2个MySQL 库的数据是否异步

    Xu言: 今天,为了研究一个MySQL主从同步开机后报错 问题,如下图 故障原因分析: 经过分析,可能是主从服务器开机顺序导致.(有待下次断电再次测试) 主从错误提示:日志读取错误的问题.解决方法:更 ...

  8. 关于导入高德地图 java.lang.UnsatisfiedLinkError: Couldn't load XXXfrom loader dalvik.system.PathClassLoader[DexPathLis

    然后后面就是找不到高德地图提供的地图so 就是上面几个 然后不要忘了在buildGradle文件里添加这么一句话 sourceSets { main { jniLibs.srcDirs = ['lib ...

  9. codeforces 848B Rooter's Song 思维题

    http://codeforces.com/problemset/problem/848/B 给定一个二维坐标系,点从横轴或纵轴垂直于发射的坐标轴射入(0,0)-(w,h)的矩形空间.给出点发射的坐标 ...

  10. HDOJ-2175 汉诺塔IX

    题目大意:基于汉诺塔原型,第一根柱子上有n个盘子,从上至下编号从1依次递增至n.在最佳移动方案中,第m次所移动的盘子的编号. 解题思路:模拟必然是会超时的.但根据汉诺塔的递归原理,容易发现,对于n阶汉 ...