![](https://www.wpiinc.com/clientuploads/directory/products/DAM50_Bio_Amplif_5041037bd7dc8.jpg)
DAM50細胞外生物放大器
DAM50 Extracellular Amplifier
型號: SYS-DAM50
- 低噪音細胞外生物放大器。
- 採用高品質組件製成,確保最小化內在(散粒)雜訊。
- 電池供電,以消除線路噪音。
- 手持式。
- 可安裝於機架上。
![](data:image/png;base64,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)
特色
WPI的 DAM系列放大器是知名的細胞外電位放大業內標準。此款電池式生物放大器的緊湊設計,讓研究人員放置在離待測物更近的位置,有效減少過長導線造成的噪音。每個放大器均搭配可調式高/低濾波器,和一個位置控制(position control)用於抵消紀錄時產生的偏移電位。模式選擇功能提供的附加功能,對於特定應用上十分有用。
差分放大(Differential Amplification)以減低噪音
在生物電紀錄,差分放大對於減少永遠存在的電源線感應所造成的噪音干擾來說十分重要。設計精良的差分放大器將顯著減輕電源線(電源)噪音。最為重要的是製備物與電極連接並接至絕佳的電器接地,以及DAM50本身的接地線,此方式應該可以大幅減低靜電感應電勢產生的影響。除了製備物接地以外,兩個差分輸入連接必須透過合適電極施用紀錄點,用以優化紀錄生物電位差。
可攜帶性
DAM系列放大器可在任何桌面上,作為一個獨立裝置使用,或是使用選配的安裝夾具零件,方便的將其安裝在工作區內。此外,標準型裝置機架可使用機架安裝套組(#3484)安裝2組放大器。多種掛勾配件,可搭配您的需求選購。
規格
![](data:image/png;base64,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)
下列DAM 50 頻寬圖表顯示放大器在使用多種濾波器和增益下的反應。
The following bandwidth charts for the DAM50 show the response of the amplifier when various filters and gains are used.
![https://www.wpiinc.com/clientuploads/stories/products/amplifiers/dam50_graph005.jpg](https://www.wpiinc.com/clientuploads/stories/products/amplifiers/dam50_graph005.jpg)
增益:上方圖表顯示標準3分貝頻率在最高過濾帶通過時切斷。
GAINS: This chart shows the standard 3dB frequency cutoff at maximum filter band pass.
![https://www.wpiinc.com/clientuploads/stories/products/amplifiers/dam50_graph004.jpg](https://www.wpiinc.com/clientuploads/stories/products/amplifiers/dam50_graph004.jpg)
過濾器:設定AC x 1000增益下使用各種低通量和高通量濾波器,以顯示DAM 50放大器的頻寬。
FILTERS: Various low pass and high pass filters were applied at the AC x1000 gain setting to show the bandwidth of and actual DAM50 amplifier.
金屬電極的差分應用
下圖顯示金屬電極的兩種應用。
第一個範例顯示EP1銀/氯化銀電極小球焊接至放大器電纜,此亦顯示一個差分組態(differential configuration)。EP1適合用於小鼠顱內應用,此種應用需用到延長線纜,將其連接到DAM 50電纜上的白綠色GND接線。
The images below show two applications for metal electrodes.
This first example shows an EP1 silver/silver chloride electrode pellet soldered to the amplifier cable. This shows a differential configuration. The EP1 is suitable for use in a mouse cranial application. To do so, it needs an extension wire to connect it to the white-green GND junction on the DAM50 cable.
![https://www.wpiinc.com/clientuploads/images/DAM50-ep1setup.jpg](https://www.wpiinc.com/clientuploads/images/DAM50-ep1setup.jpg)
第二種範例中,密封的RC1 銀/氯化銀電極小球牽線連接至放大器電纜,此亦顯示一個差分組態(differential configuration)。
In this second example, a sealed RC1Ag/AgCl electrode pellet is wired to the amplifier cable. This also shows a differential configuration.
![https://www.wpiinc.com/clientuploads/images/DAM50setupRC1.jpg](https://www.wpiinc.com/clientuploads/images/DAM50setupRC1.jpg)
![](data:image/png;base64,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)
- Low noise extracellular amplifier
- Constructed of high quality components to ensure minimal intrinsic (shot) noise
- Battery operated to eliminate line noise
- Portable
- Rack mountable
Features
WPI’s DAM series amplifier’s are well known as a standard of the industry for extracellular potential amplification. These battery powered bio-amplifiers are designed with a compact chassis profile that lets you locate the extracellular amplifier closer to the preparation. This minimizes long lead lengths which contribute to noise. Each amplifier is equipped with selectable high and low filters, and a position control to offset galvanic potentials which may develop during recording. A choice of models offer additional features that are useful for certain applications.
Reducing Noise with Differential Amplification
Differential amplification is of great importance in bioelectric recording to reduce the ever present effect of noise interference from power line induction. A well designed differential amplifier will significantly diminish power line (mains) noise. It is most essential that the preparation be connected with an electrode to a good electrical ground as well as to the grounding wire of the DAM50 itself. This should have the effect of greatly reducing electrostatically induced potential. In addition to the preparation ground, two differential input connections must be made via appropriate electrodes applied to the recording site so as to optimally record a bioelectric potential difference.
Portability
DAM series amplifiers can be used as standalone units on any tabletop, or use optional clamp-mounting hardware to locate them conveniently within the work area. Alternatively, a pair of amplifiers can be mounted into a standard equipment rack with a rack mount kit (#3484). A variety of hook up accessories are available to configure your application.
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