宇宙的琴弦 发表于 2023-12-20 16:46

127slt对不上焦怎么办

本帖最后由 宇宙的琴弦 于 2023-12-20 21:49 编辑

看恒星只能对成一个小圈,周围还有虚的毛刺,总之怎么都对不成一个小点,之前是可以的,最近突然不行了

怎么调节一下啊,万分感谢各位高手
这是晚上拍的木星,目视就是这个样子,无法对焦,怎么拧都不行,之前是可以的

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

henry0316 发表于 2023-12-20 17:01

不要隔着窗户玻璃对焦;换低倍目镜试试 20毫米以上的目镜。对成锐利的小点就行了。

宇宙的琴弦 发表于 2023-12-20 17:05

henry0316 发表于 2023-12-20 17:01
不要隔着窗户玻璃对焦;换低倍目镜试试 20毫米以上的目镜。对成锐利的小点就行了。 ...

没有隔着玻璃,就是自带的25mm目镜,锐利的小点对不成啊,最好的情况就是一个小圈

henry0316 发表于 2023-12-20 17:10

宇宙的琴弦 发表于 2023-12-20 17:05
没有隔着玻璃,就是自带的25mm目镜,锐利的小点对不成啊,最好的情况就是一个小圈
...

是装增倍镜了么

宇宙的琴弦 发表于 2023-12-20 17:25

henry0316 发表于 2023-12-20 17:10
是装增倍镜了么

也没有,就是买来啥样子,现在就啥样子

3dmm 发表于 2023-12-21 11:00

肯定是少接了一个延长接口。

宇宙的琴弦 发表于 2023-12-21 11:32

3dmm 发表于 2023-12-21 11:00
肯定是少接了一个延长接口。

啥也没少接啊,图穿不上来

3dmm 发表于 2023-12-21 14:34

不会的。
对不上焦,说明目镜和主镜之间的焦点无法重合。
所以说不是缺少了必要的连接口,就是目前使用的转接口的总长度超过了主焦点合焦位置。
需要你自己好好检查一下漏掉了什么接口。
方法是:向前移动目镜,看看散焦的方向是不是向内?是,短了;
             向后移动目镜,看看散焦的方向是不是向外?是,长了;
反之,亦然。

yyclx 发表于 2023-12-21 16:29

看不到图,如果装配状态没有发生过变化,现在忽然不清晰了,考虑是否有磕碰过,造成光轴跑了。

Sugger 发表于 2023-12-28 16:17

這麼奇怪?調焦行程可是超級長的哦
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查看完整版本: 127slt对不上焦怎么办