NGC 253 银元星系
主镜 : Quasar Optics RC 12.5"
相机 : SBIG STL11000
赤道仪 : Losmandy Titan
数据来自:Insight Observatory Starbase
R:20*300s
G:20*300s
B:20*300s
没有L通道数据,信噪比比较低,完全不像个12.5寸的样子
ab站:https://www.astrobin.com/yerfd1/
细节到位,星芒不怎么好看{:5_290:} xujunyan2011 发表于 2020-6-25 09:42
细节到位,星芒不怎么好看
这星芒确实煞风景
楼主谦虚了,其实星芒挺好看的,整个图片的色彩、细节、分辨率、构图都很棒,说明设备过硬,后期有水平,看着十分养眼。 色噪太大了,全是块,应该是TGVDN的位置不对。 本帖最后由 记忆定格 于 2020-6-25 21:40 编辑
AstroFluorite 发表于 2020-6-25 20:10
色噪太大了,全是块,应该是TGVDN的位置不对。
确实,背景色噪很大,我TGVDN太暴力了,观感挺差的data:image/png;base64,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