close
標題:
Interference problem
發問:
A light (wavelength = 500 nm) is used to view two point objects that are 900m away. Assume human eye has a circular aperture of diameter 3.5 mm. By considering the Rayleigh's criterion, determine the minimum distance between two objects such that they are considered as separate.
Angular resolution = 1.22 x (500 x 10^-9)/(3.5x10^-3) radians = 1.74 x 10^-4 radians Hence, minimum distance of the two objects such that they are observed as separated = 900 x (1.74 x 10^-4) m = 0.157 m
其他解答:CF546184287637C5
Interference problem
發問:
A light (wavelength = 500 nm) is used to view two point objects that are 900m away. Assume human eye has a circular aperture of diameter 3.5 mm. By considering the Rayleigh's criterion, determine the minimum distance between two objects such that they are considered as separate.
- 台北哪裡有供奉九天玄女的廟宇 急
- 卡巴斯基防毒軟體
- irobot roomba 531充電錯誤 3 !
- BMW525~跟E200k哪台比較優-05年中古價為何
- 我想識朋友
- 一題會計的計算題
- 娛樂百分百要怎麼去--!!
- LT18i 用usb連接網路
- 岡山的3Q雞排搬到哪-
- a-maths!!!!!!!
此文章來自奇摩知識+如有不便請留言告知
最佳解答:Angular resolution = 1.22 x (500 x 10^-9)/(3.5x10^-3) radians = 1.74 x 10^-4 radians Hence, minimum distance of the two objects such that they are observed as separated = 900 x (1.74 x 10^-4) m = 0.157 m
其他解答:CF546184287637C5
文章標籤
全站熱搜
留言列表
