chengfeng 发表于 2021-3-13 21:17

世界口径最大折射光学望远镜将落地拉萨

“高海拔地区科研及科普双重功能一米级光学天文望远镜建设”项目是由中国科学院国家天文台、西藏自然科学博物馆、中国科学院长春光学精密机械与物理研究所、中国科学院紫金山天文台和福建福光股份有限公司5家单位联合申报的国家重点研发项目,现已获得科技部高技术研究发展中心立项批复,并签订了项目联合实施协议。该项目旨在通过自主研发建设西藏首台具备覆盖白天夜晚科学观测、天文摄影、在线直播、远程教学能力的米级科研科普双用途望远镜,深度服务于我区科普教育及科学研究。

春秋书童 发表于 2021-3-13 21:51

期待“在线直播”

目视爱好者 发表于 2021-3-13 22:44

比较怀疑

德莱在路上 发表于 2021-3-13 22:59

美国有个104cm折射

wtyu21 发表于 2021-3-14 00:49

美國葉凱士天文台的一米口徑折射望遠鏡是最大的折射望遠鏡,我們國家拉薩的應該口徑比它更大才能稱作「世界最大」啊!

暴雨刀客 发表于 2021-3-14 09:51

西藏啥地区啊很多地方不够干燥啊

起个名字也重复 发表于 2021-3-14 09:56

期待观测太阳

metro163 发表于 2021-3-14 11:04

希望“一米级”最好远远高于一米

暗物质孙颢函 发表于 2021-3-14 11:11

算上以前的,不是最大

tiantiankanxing 发表于 2021-3-15 09:43

是APO级的吗?

天狼星666 发表于 2021-3-15 13:20

果真是一米的话,只能屈居第二了。

呵呵1005 发表于 2021-3-15 13:26

折射镜没什么意义呀

tnt 发表于 2021-3-16 15:15

呵呵,已经被证实为假新闻了,是个RC,不是折射!

起个名字也重复 发表于 2021-3-17 11:19

tnt 发表于 2021-3-16 15:15
呵呵,已经被证实为假新闻了,是个RC,不是折射!

大佬,有详细的信息来源吗?对于大口径的折射镜确实有怀疑,但新闻上都是报道的是折射镜。

jellyhearts 发表于 2021-3-18 15:54

兄台 有一句话不知当说不当说,好像光轴歪了,还是中心星点脱线了。

wahaha~ 发表于 2021-3-18 18:03

起个名字也重复 发表于 2021-3-17 11:19
大佬,有详细的信息来源吗?对于大口径的折射镜确实有怀疑,但新闻上都是报道的是折射镜。
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http://www.xzxw.com/xw/202103/t20210314_3542084.html
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

ppc 发表于 2021-3-29 21:35

起个名字也重复 发表于 2021-3-17 11:19
大佬,有详细的信息来源吗?对于大口径的折射镜确实有怀疑,但新闻上都是报道的是折射镜。
...

https://www.thepaper.cn/newsDetail_forward_6816208
3.高海拔地区科研及科普双重功能一米级光学天文望远镜建设
研究内容:利用国家天文研究机构大科学装置技术及科研科普资源优势,在拉萨建设一架集科研及科普双重功能的一米级光学天文望远镜,服务于我国天文和空间观测任务,并服务于西藏的科学传播和科学普及工作。该一米级光学天文望远镜应符合高 海拔地区运行使用特点,具备搜寻太阳系外行星,变星、双星较 差测光,伽马射线暴余辉、超新星寻找及后续观测,小行星、彗 星搜寻,Herbig-Haro 天体搜寻,恒星星团研究等成像及测光的科研功能。
考核指标:有效口径:≥1000 毫米,光学结构:R-C 多焦点, 视场:≥14 角分×14 角分,工作波段:360 纳米~900 纳米,光学像质:轴上 80%的能量集中在 0.5 角秒以内,最大跟踪速度:2 度每秒,指向精度:≤10 角秒,跟踪精度:≤1 角秒(10 分钟)。
有关说明:由西藏自治区科技厅作为推荐单位组织申报,由中科院国家天文台作为项目牵头单位申报。

RC系统:RitcheyChrétien system,一种同时消除了球差和彗差的改进型卡塞格林望远镜光学系统。其主镜和副镜均为双曲面。因发明者而得名。

起个名字也重复 发表于 2021-3-30 10:10

ppc 发表于 2021-3-29 21:35
https://www.thepaper.cn/newsDetail_forward_6816208
3.高海拔地区科研及科普双重功能一米级光学天文望 ...

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查看完整版本: 世界口径最大折射光学望远镜将落地拉萨