首页> 外文期刊>Journal of Colloid and Interface Science >DYNAMIC ASPECTS OF ELECTROPHORESIS AND ELECTROOSMOSIS - A NEW FAST METHOD FOR MEASURING PARTICLE MOBILITIES
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DYNAMIC ASPECTS OF ELECTROPHORESIS AND ELECTROOSMOSIS - A NEW FAST METHOD FOR MEASURING PARTICLE MOBILITIES

机译:电泳和渗透压的动态方面-一种快速的颗粒运动测量方法。

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Measuring the de electrophoretic mobility in a microelectrophoretic setup is traditionally performed at the stationary levels where the electroosmotic flow due to charge on the capillary wall is absent. Small deviations in the measuring position can give significant errors in the measured mobility, especially if the cell wall is highly charged. An electroosmotic streaming profile does not arise instantaneously upon switching on a field, but develops within a characteristic time, typically of the order of 1 s in a common capillary of 1 mm radius. From a theoretical study of the most pertinent relaxation times in electrophoresis and electroosmosis it is shown that, under the usual microelectrophoretic conditions, a colloidal particle responds much faster to an applied electric field than does the liquid inside the capillary. Therefore, It is possible to apply an alternating electric field with such a frequency that electroosmosis is suppressed, whereas the particles are still able to follow the field according to their de mobility. Measurements were performed with a commercial laser-Doppler microelectrophoretic device in an alternating electric field as a function of frequency and position in order to demonstrate this principle. This new method for measuring particle mobilities overcomes the problems associated with electroosmosis, e.g., finding the stationary levels. (C) 1997 Academic Press. [References: 21]
机译:在微电泳装置中,传统上是在固定水平上测量去电泳迁移率,在固定水平上由于毛细管壁上的电荷而没有电渗流。测量位置的微小偏差会给所测得的迁移率带来重大误差,尤其是在电池壁带高电的情况下。电渗流分布图在接通电场时不会立即出现,而是在特征时间内形成,通常在半径为1 mm的普通毛细管中约为1 s。从对电泳和电渗中最相关的弛豫时间的理论研究可以看出,在通常的微电泳条件下,胶体颗粒对施加的电场的响应要比毛细管内的液体快得多。因此,可以以抑制电渗的频率施加交变电场,而根据其迁移率,粒子仍然能够跟随电场。为了证明该原理,使用商用激光多普勒微电泳装置在交变电场中根据频率和位置进行测量。这种用于测量颗粒迁移率的新方法克服了与电渗相关的问题,例如,找到了稳定的水平。 (C)1997学术出版社。 [参考:21]

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