frost0873 发表于 2025-4-21 10:43

DDR5 单双面颗粒

本帖最后由 frost0873 于 2025-4-21 13:11 编辑

本文主要是为了解决DDR5内存相关问题汇总


颗粒:SDRAM颗粒,在各大官网上有
容量目前有三个规格24Gb 16Gb 32Gb
对应单颗容量分别为 3GB 2GB 4GB
颗粒的另一个参数是架构
例如镁光的24Gb支持6x4和3x8
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

也就是单个24Gb有两个型号位宽分别是4或者8
对于DDR5 sodimm来说 一根条是64bit
也就是至少需要16x4或者8x8
也就是对于一根条子 至少需要16颗或者8颗
24Gb这个颗粒,几乎没有6Gx4的 ,所以基本是8颗


sodim的面积一面最多放8颗ram 所以一般是单面8颗或者双面16颗;当然也有双面8颗的,但是双面8颗无论走线还是贴装都会带来额外成本
单面8颗一方面只需要贴一一面 一方面走线方便。

由上可知:24G单条为 4颗 x8 的3Gb颗粒 1Rx8
但是如果想获得48G
就需要2组x8并联或者1组x4
那么就是16颗 条上会写 2Rx8 或者1Rx4

2R代表2组并联,对于CPU来说,DQ信号可以一分二,实现复用,但是因为走线原因,最多一分二
对于四槽主板,因为已经一分二,所以插入2Rdimm的时候 信号会很差,只能降频
对于两槽主板,可以在插入2Rdimm的时候 不降速,同时因为2R内存可以在一个时钟周期内分别读两个rank,这个特性可以让性能提升约5%-10%
目前的普遍看法是单面超频性能好,双面性能好但潜力低。
故:
12G内存:4颗3G 16bit颗粒,1Rx16 这种颗粒很少,同时16bit的性能低 很不推荐
16G内存:8颗2G 8bit颗单面1Rx8 或者16颗1G 8bit颗粒2Rx8 双面16颗1G 4bit颗粒1Rx4 双面
24G内存:8颗3G 8bit颗粒 1RX8单面
32G内存:16颗2G 8bit颗粒2RX8 双面 或者16颗2G 4bit颗粒 1Rx4 双面
48G内存: 16颗3G 8bit颗粒2RX8 双面或者16颗 3G 4bit 颗粒 1Rx4 双面

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
镁光的颗粒在无散热片时温升约为12.2
目前每根DDR5 sodimm 普遍电源要求至少5V 2.5A (之前设计DDR5 4800的时候 是按每个条2.6A设计的,5600可能更高)
12.5W 考虑DCDC效率dram至少吃到10W 那么对于8颗粒,每个颗粒将会有至少15度的温升
考虑到是所有颗粒同步发热,吃满10W时,理论发热约为最大122度
而镁光标注的温度为0-95度
实际在85-95度是会降频来控制功耗
所以目前很多笔记本需要内吹散热
而单面颗粒 只是因为颗粒朝外(需要A座)
双面颗粒靠内的颗粒无法散热有降频风险
如果能搞定散热,自然双面的好





HOPE 发表于 2025-4-21 11:16

怎么发到这个讨论区了?

frost0873 发表于 2025-4-21 12:53

HOPE 发表于 2025-4-21 11:16
怎么发到这个讨论区了?

积分不够 只能发这里

frost0873 发表于 2025-4-21 13:12

frost0873 发表于 2025-4-21 10:43
本文主要是为了解决DDR5内存相关问题汇总



SSD 的情况类似:
SSD厚度其实有多个规格,现在单面四颗粒的成为主流,一方面是只有一面器件 便于设计散热,SMT只贴一面 一方面是薄
对于2280来说
主控一般最多4ce,也即是放四个颗粒,这四个颗粒并不是所有线都拉过去(空间不够)
一般是四组DQ串起来,然后CE分四组
或者两两一组DQ串
这样,2280尺寸,Dram-less方案,单面,画一个4颗粒的是最经济的
如果需要两颗粒,贴2/4 如果需要单颗粒,贴4
但是如果是有缓方案,那单面最多放2个颗粒(但是台式机的M2槽厚 所以有的有缓方案会放正反各2颗)
2230/2242因为尺寸限制 一般是单面一颗/双面两颗无缓

市面上的固态方案,除了恺侠(东芝)/三星/威刚之类的有自己主控外
其他的一般是惠容/群联的方案
这种方案有个特点:
布局一般定死了 没多大改动空间
电源方案一般也只需要那几路
预留的电阻和debugpin也没人敢删
对于服务器SSD,一般会额外加PLD电路用额外的电容
对于消费级SSD,一般厂家没有空间也没有动力加更多电容/电路
所以大部分SSD,如果主控方案一样,撕去贴纸,布局都一模一样

其实这方面的坑不仅仅是颗粒
颗粒:原厂、自封、后封、黑片大家都知道
固件:一般大厂会做兼容测试,然后更新固件(群联有批就是测试在win11休眠唤醒会蓝屏,但是已经售出的铁定无法更新固件)
电源:这个方案一般是主控自带的,小厂有的不敢动,顶多电容规格电感规格降低,大厂就NB了,他们敢通过大批量测试去改电源方案,(便宜但是保修期内没问题

HOPE 发表于 2025-4-21 13:36

frost0873 发表于 2025-4-21 12:53
积分不够 只能发这里

ThinkPad区不需要积分。
页: [1]
查看完整版本: DDR5 单双面颗粒