伊人青草视频 I 日本精品视频在线 I 国产鲁鲁视频在线观看特色 I 日本成年x片免费观看 I 国产午夜av I 色福利视频导航 I 亚洲va天堂va国产va久 I 一级一片大学生高清免费观看 I 师尊乖腿打开h调教h I 波多野结衣被侵犯 I 韩国xxxx观看 I 91麻豆国产自产在线观看hd I 亚洲欧美日韩中文播放 I 国产91视频一区 I 亚洲专区欧美 I 在线 色 I 9色视频在线 I av一二三四 I 国产精区一区二区 I 黄色伦理片 I 国产激情福利 I 午夜在线视频观看日韩17c I 一级毛片在线视频 I 亚州一二区 I 黄色美女片 I av在线第一页 I 欧美成人 一区 二区 三区 I 亚洲精品一区二区三区h I 调教丝袜美女 I 国产,欧美在线 I 不要啊啊啊h I 国产亚洲精品久久久久久豆腐 I 免费下载黄色片 I 玖玖玖在线 I 91福利小视频

撥號18861759551

你的位置:首頁 > 技術文章 > 使用短通及長波通濾光片定制帶通濾波器

技術文章

使用短通及長波通濾光片定制帶通濾波器

技術文章

Custom Bandpass Filter using Shortpass and Longpass Filters

Bandpass filters are optical filters that allow transmission of a specific range of wavelengths, or band, while blocking other wavelengths. Many off-the-shelf bandpass filter options are available, but when an application has specific requirements for bandwidth or center wavelength not readily available, Longpass and Shortpass filters can be stacked creating a customized bandpass filter. Longpass filters are optical filters that reflect short wavelengths while transmitting, or passing, long wavelengths. Conversely, Shortpass filters transmit short wavelengths but reflect long ones. Examples of both are represented in Figure 1.

Figure 1: Transmission Comparison of Shortpass and Longpass Filters

 

The transmission graphs are very similar to Heaviside functions (denoted as H(λ)) in mathematics. As shown in Equation 1, Heaviside functions are specialized piecewise functions that have a value of one for a certain domain and zero for the rest. The domain is determined by the constant x.

H(λ) can be denoted as the transmission of a filter and λ as the wavelength. Figure 2 shows a Heaviside model of the LWP graph from Figure 1.

Figure 2: Heaviside model of the Longpass curve from Figure 1

 

A custom optical bandpass filter can be made by using at least two filters. This is conceptually very similar to multiplying Heaviside functions in mathematics. In order to obtain a rectangular function from 540 to 545, the two Heaviside functions must be multiplied together as shown Solution 1 and Figure 3

Figure 3: This graph is of the rectangular function of BP1,2

 

What is achieved through multiplication in mathematics is achieved physically by layering two or more optical filters. When layering multiple optical filters, light propagates through one filter and into the next. Because each filter transmits certain wavelengths, layering allows for the transmission of a customized band of wavelengths.

Figure 4: A custom bandpass filter where F1 and F2 represent Longpass and Shortpass filters

 

This results in a transmission curve represented in Figure 5.

Figure 5: The transmission curves of a custom bandpass filter produced by stacking a 450nm Longpass and 500nm Shortpass Filter

 

Stacking Longpass and Shortpass filters can quickly create a custom solution for selecting a specific bandpass and is an ideal alternative in scenarios where an off-the-shelf bandpass filter doesn't meet the application's requirements or a customer filter design is too expensive or has too long of a lead time.

聯系我們

地址:江蘇省江陰市人民東路1091號1017室 傳真:0510-68836817 Email:sales@rympo.com
24小時在線客服,為您服務!

版權所有 © 2025 江陰韻翔光電技術有限公司 備案號:蘇ICP備16003332號-1 技術支持:化工儀器網 管理登陸 GoogleSitemap

在線咨詢
QQ客服
QQ:17041053
電話咨詢
0510-68836815
關注微信