本帖最后由 漫漫子夜 于 2020-6-24 23:01 编辑
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GE程程 发表于 2020-6-24 18:01
7X40和7X50的卡已经不通用了，差别大了去了。7X30和7X40是通用的
卧槽rtx和p那个好点
zh1599512 发表于 2020-6-24 19:22
卧槽rtx和p那个好点
rtx好得多，特别需要渲染，很多引擎都带光追支持了，效率成倍增加
本帖最后由 漫漫子夜 于 2020-6-24 23:02 编辑
为何无法180°。。。 为了散热。
屏轴的设计分为两类，一种是传统的转轴设计，这类转轴设计通常不会有超过180度的翻转能力
还有一类是可以开合180°的下沉式转轴设计和铰链式转轴：
下沉式转轴则会采用与主机相连，在翻转时使活动部位下沉，从而达成翻转效果的设计。
而另一种则是铰链的设计，这种设计会使得屏幕和和机器主体部分处于并行位置，通过两个链式链接的铰链来翻转笔记本屏幕。
设计和开发出这种180°开合的第一家laptop厂家是IBM THINK系列，自然lenove也就遗传了这种血统。
下沉式转轴，屏幕可以180°开合，开合后屏幕会低于机体，美观，屏幕翻转后可以贴在桌面
铰链式屏轴，屏幕180°开合，开合后屏幕会高于机体，屏幕翻转后与桌面有一定的空隙
dell之前常规商务机型就是铰链式屏轴设计。所以屏幕开合后都是高于机体本身，这种屏轴基本上都是全金属，耐用性极佳，开合上万次都不会有问题，阻尼感也极佳，单手开合有阻力。
这款依照隔壁帖子的截图来看，这两款姐妹花是转轴设计思路，所以不能开合180°。。。。
这就引起另外一个话题，为何要使用转轴式设计。。。这种设计一是为了使用较短的排线，否则开合到180°排线经常的来回伸缩是非常不利的。
显示屏跟电脑主题之间是通过排线连接的，由于空间有限，所以一般厂商使用的排线长度都有限制，那么显示器能向后翻转的角度就不会到180度。 但是依照目前的工艺来说，排线不应该是主因。
从隔壁帖子的这张图来看，取消了两侧的出风口，只有后座区域才有出风口，那么散热是使用转轴式设计的另一个原因了。
当然这种情况下，也一样可以使用铰链式屏轴，7540的图片可以看出，两个风扇的上方区域就是铰链式屏轴的安放区域
回头看7550产品，巨大的风扇完全无法在容纳铰链式屏轴的存在，所以必须改变为转轴式！
所以，为了最大化的散热，大风扇的存在，必须只能采用转轴式屏轴，而不是传统的铰链式屏轴。 带来的后果，就是开合只能在130°左右了。这个巨大散热风扇的加持下，对换了180°的开合功能。 设计师为了散热已经绞尽脑汁了。
看了5550的风扇，基本上应该猜的八九不离十了
铰链式屏轴的存在阻挡了散热鳍片的直接热量散出，现在换成转轴式屏轴，散热鳍片直接排出热量。 取最佳的散热方式。
看拆解图，7540的铰链式屏轴存在，似乎是阻挡了部分热量排出。
所以摸7540的屏轴盖板（所有可以开合180°的产品系列，屏轴部位是温热的）铰链式基本上都是金属材质，风扇排出的热量先由屏轴阻挡吸收了部分。
中央转轴式设计，带来一个额外的好处就是可以单手开合屏幕了。这也是卖点吧
铰链式屏轴无法单手开合屏幕。
很多很多年之前，伦飞还在，蓝天也在，legend大腿根部还在国内横着走，大陆所有的代工厂都跑过（很多品牌的每个系列可能是由不同的代工厂生产，模板很多都是公用的，能看到各种稀奇古怪的问题和设计思路，各种奇葩的设计出发点），所以过去的工作习惯造成看到拆解就去想为什么会这样设计，基于怎样的原理。 过去日本品牌的质量之所以好，产品上产线的时候，小日本派人到工厂是全程盯着，有一丝一毫问题，产线全部停下review，所以价格贵到都死翘翘了。 现在都是定制化生产了，几百台就能上线排单了，品牌厂家的精力估计也有限了。
Thinkpad 电源也没变化无常吧 不就圆口和方口吗而且好多年了 没毛病啊
居民身份证原来还可以酱紫用法。
期待散热功能。
没了防滚架，拆开之后没有那种牛逼的感觉了-、-
bigcolor 发表于 2020-6-25 18:44
没了防滚架，拆开之后没有那种牛逼的感觉了-、-
所谓防滚架是hdd时代产物，更多是保护硬盘数据
早该淘汰了
洗衣粉是上世纪产物，早该淘汰了。
你还是用洗衣液继续洗吧！
本帖最后由 tokyabby 于 2020-6-25 19:10 编辑
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**cJW8cqnnCpW+aRv2U9yWrXe6Pd9PvPp4XAzQ++z3Phtx98nz5m81jgtv+ZzZgzluK3qV77Iafm9Hu1rCLDXr+G4uspnX4bVs6I+BG4k4AecNx7grn6n+If0k5o576ifx8h6xVv+0XhLF3Wr2p**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**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
定制的时候，选要ssd door opening，才会有这个后盖的。估计是宋大漏眼了。
看到这个拆解，我也爱上7750了。特别是内置wwan天线，更有方便。买一张卡装上就行了。
过来学习
我最讨厌就是下沉式开合， 如果放在大腿上，打开，必定会夹肉夹腿毛。疼死
四个硬盘很强
tokyabby 发表于 2020-6-25 19:08
定制的时候，选要ssd door opening，才会有这个后盖的。估计是宋大漏眼了。
看到这个拆解，我 ...
原来如此……
zetcat 发表于 2020-6-25 18:53
所谓防滚架是hdd时代产物，更多是保护硬盘数据
早该淘汰了
这是不对，防滚架保护的是整个包裹在防滚架之中的所有部件（包含HDD、主板乃至屏幕）。
本帖最后由 willex 于 2020-6-27 08:26 编辑
个人觉得这代设计，为了外观，以及体积重量，有点过头了。
之前的工作站D面能快拆，快速换电池和硬盘。这一代为了所谓的圆弧D面，太难拆装了，看图是拆下d壳是把整个侧边框都拆下来了，很多部件凸起在外面，安装的时候还得几个边逐个去对，去检查，增加了用户不必要的维护难度。有点舍本逐末的意思。这要在外面想快速换个电池基本上不可能了。
B C面感觉有点不好看
说实话，就喜欢大的，你喜欢这种越来越小的，各种麻烦不背包也不差这点地方，也不差瘦的这两斤重量关键是CPU这个部件焊死了，想要什么只能一次性到位。关键官网就那两种货
qsxlr 发表于 2020-6-28 09:31
说实话，就喜欢大的，你喜欢这种越来越小的，各种麻烦不背包也不差这点地方，也不差瘦的这两斤重量关键是CP ...
CPU和显卡焊死，慢慢随着厂家把内存焊死，以后可以自己升级的空间越来越小了
期待第二期
qianxideyu 发表于 2020-6-28 13:24
CPU和显卡焊死，慢慢随着厂家把内存焊死，以后可以自己升级的空间越来越小了
不焊死 怎么让人买顶配机器啊
qianxideyu 发表于 2020-6-28 13:24
CPU和显卡焊死，慢慢随着厂家把内存焊死，以后可以自己升级的空间越来越小了
那个时候，估计好多人要去买键盘显示器一体的工控机箱了吧？那个可是可以装atx主板的，随便折腾了。而且还有提手一拎就走，到地儿插上电源就可以干活儿。某宝上现在就有好多了。就是价格贵点。
qsxlr 发表于 2020-6-28 16:58
不焊死 怎么让人买顶配机器啊
也没必要都顶配
10875和i9性能也用不出差了
问下这个机器在什么渠道购买的
大D-Daring 发表于 2020-6-28 17:21
也没必要都顶配
10875和i9性能也用不出差了
请问：7550上10875H（8核）？或10855M（6核）？有什么区别？
知更鸟_CN 发表于 2020-6-28 17:38
请问：7550上10875H（8核）？或10855M（6核）？有什么区别？
8c16t对6c12t
non-ecc对ecc
大概就是这样了
大D-Daring 发表于 2020-6-28 17:41
8c16t对6c12t
non-ecc对ecc
大概就是这样了
配合7550的散热，你觉得哪一款适合？你说的这些参数我都清楚。
知更鸟_CN 发表于 2020-6-28 17:45
配合7550的散热，你觉得哪一款适合？你说的这些参数我都清楚。
散热都一样 135-75 没区别
我选择10885m
大D-Daring 发表于 2020-6-28 17:46
散热都一样 135-75 没区别
我选择10885m
为什么你会选择10855M（6核的版本）？请指教一下。
知更鸟_CN 发表于 2020-6-28 17:48
为什么你会选择10855M（6核的版本）？请指教一下。
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