sunir 发表于 2020-5-25 10:04

微单加摄影镜头半小时的渣渣图

设备为EOS R未改机
镜头为600定三代
曝光也就累积30分钟左右


另外一张拍歪了。。。凑合看了。。。

wild76358252 发表于 2020-5-25 10:09

600定,相当于150apo啊~

sunir 发表于 2020-5-25 10:13

wild76358252 发表于 2020-5-25 10:09
600定,相当于150apo啊~

主要是为了练手
每次出去之后都总结经验教训
最后终于轮到升级设备了。。。

绿安仔 发表于 2020-5-25 10:24

是佳能的EF 600mm f/4L IS II USM吗,150的口径,还有两片萤石{:5_303:}
土豪确认,不过半小时的曝光实在配不上这镜头

sunir 发表于 2020-5-25 10:26

绿安仔 发表于 2020-5-25 10:24
是佳能的EF 600mm f/4L IS II USM吗,150的口径,还有两片萤石
土豪确认,不过半小时的曝光实在配 ...

是三代,二代反而好搞些
三代对焦纯电子化,必须接佳能机身才能对焦,无法转接CMOS。。。
所以下一步准备改EOS R了

goodlele 发表于 2020-5-25 10:56

真的豪,这镜用好了和高桥130fts有一拼……
真羡慕……

goodlele 发表于 2020-5-25 10:56

看这星点都起鸡皮疙瘩……

wild76358252 发表于 2020-5-25 11:15

sunir 发表于 2020-5-25 10:26
是三代,二代反而好搞些
三代对焦纯电子化,必须接佳能机身才能对焦,无法转接CMOS。。。
所以下一步准备 ...

试试白天用机器做好无穷远的对焦后下电,然后再上接环加天文相机微调后截距呢

sunir 发表于 2020-5-25 21:30

wild76358252 发表于 2020-5-25 11:15
试试白天用机器做好无穷远的对焦后下电,然后再上接环加天文相机微调后截距呢
...

理论上说可以操作的,但是非常的麻烦{:5_302:}

wild76358252 发表于 2020-5-26 06:41

sunir 发表于 2020-5-25 21:30
理论上说可以操作的,但是非常的麻烦

一次弄好下次就方便了。至少能上冷冻了,也不用去改机。

sunir 发表于 2020-5-26 09:52

wild76358252 发表于 2020-5-26 06:41
一次弄好下次就方便了。至少能上冷冻了,也不用去改机。

佳能有EOS RA天文机可以用,看看能不能收个二手的。
配合镜头还是用相机比较好,温度变化造成的焦点漂移也好调整。

桔红色的X 发表于 2020-5-30 00:55

wild76358252 发表于 2020-5-25 11:15
试试白天用机器做好无穷远的对焦后下电,然后再上接环加天文相机微调后截距呢
...

除非及的后截距和相机一样的精度,否则对焦还是不准。

wild76358252 发表于 2020-5-30 08:45

桔红色的X 发表于 2020-5-30 00:55
除非及的后截距和相机一样的精度,否则对焦还是不准。

所以想用相机对焦后,再换相机微调后截距啊

桔红色的X 发表于 2020-5-30 10:05

wild76358252 发表于 2020-5-30 08:45
所以想用相机对焦后,再换相机微调后截距啊

为啥不直接调那?不太明白。。。。

桔红色的X 发表于 2020-5-30 10:08

goodlele 发表于 2020-5-25 10:56
真的豪,这镜用好了和高桥130fts有一拼……
真羡慕……

如果和高桥有一拼,大佬们就都换镜头了。还是有不一样的地方的。

wild76358252 发表于 2020-5-30 10:11

桔红色的X 发表于 2020-5-30 10:05
为啥不直接调那?不太明白。。。。

直接调多少都有误差,你用相机做好合焦位置,再换天文相机调后截距最佳位置就只有合焦位置,但是很麻烦。不过后截距只要误差不大,成像也不会差太多。

桔红色的X 发表于 2020-5-30 10:23

wild76358252 发表于 2020-5-30 10:11
直接调多少都有误差,你用相机做好合焦位置,再换天文相机调后截距最佳位置就只有合焦位置,但是很麻烦。 ...

天文相机接电脑或者小盒子,都能连续曝光,直接对比笔记本调不久行了,何必换来换去

wild76358252 发表于 2020-5-30 11:28

桔红色的X 发表于 2020-5-30 10:23
天文相机接电脑或者小盒子,都能连续曝光,直接对比笔记本调不久行了,何必换来换去
...

你没明白我的意思,相机镜头都有标准后截距,给天文相机用的话,接环一般都有误差。所以使用相机镜头转接天文相机后截距一般都不准,我建议的方法就是相机镜头挂相机无穷远对焦后,换接环上天文相机,然后微调后截距获得最好效果。

桔红色的X 发表于 2020-5-30 12:04

wild76358252 发表于 2020-5-30 11:28
你没明白我的意思,相机镜头都有标准后截距,给天文相机用的话,接环一般都有误差。所以使用相机镜头转接 ...

我就是镜头接coms,没这么麻烦,后截距误差肯定有,但是只要不是太离谱,用拍摄软件对焦一样没什么问题。

sunir 发表于 2020-5-30 12:16

本帖最后由 sunir 于 2020-5-30 12:21 编辑

wild76358252 发表于 2020-5-30 11:28
你没明白我的意思,相机镜头都有标准后截距,给天文相机用的话,接环一般都有误差。所以使用相机镜头转接 ...
这个问题还是比较复杂的。
首先,佳能600定三代已经明确说了
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
对焦环是纯电子化,相机不开机都无法进行对焦。所以用CMOS时也是肯定不能调焦的。

其次,镜头对焦是内对焦,对焦组内部移动,调整后截距不能保证一定合焦。
然后呢,温度的变化,也会造成焦点的变化,又造成了对焦过程更多的麻烦。

所以结论是,还是买个600定二代或者一代才能配合天文CMOS拍摄。。。

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查看完整版本: 微单加摄影镜头半小时的渣渣图