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Nature’s Particulate Matter with and without Charge and Travelling

机译:大自然的颗粒物,带电和无电,旅行

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Natures and anthropogenic particulates can travel long distances on wind flows, but negative electrical charge due to friction can increase dispersion. Models for calculations of distance travelling of biological particulate matter with and without charge are never been calculated in a theoretical approach. Nor do we realize the fact that we can calculate actual distances if we take the charge on particles in account. Particles that travel through the air encounter friction. Friction can be described in two ways; either in a smooth constant way through the air with its viscous forces, or in a turbulent chaotic eddies and vortices and other flow instabilities. In case of only viscous forces are to be concerned, it can be described as a lower Reynolds number than one, while in all other setting it always must be described by Reynolds numbers larger than or equal to one. This article describes the calculated effects on particles, either in a low Reynolds number and thus as a Navier-Stokes equation or Stokes’ Law or, in case of non-laminar and complex forces in an equal or higher Reynolds number according to the third Law of Newton. In addition some striking examples of particle travelling are given with evidence of natural particulate matter long distance dispersion.
机译:自然和人为的微粒可以在风中传播很长的距离,但是由于摩擦而产生的负电荷会增加扩散。从未用理论方法来计算用于计算带电和不带电的生物颗粒物质的距离传播的模型。如果考虑到粒子上的电荷,我们也不会意识到可以计算实际距离的事实。穿过空气的颗粒会遇到摩擦。摩擦可以用两种方式描述:要么以其粘性力平稳,恒定地通过空气,要么以湍流混乱的涡旋和涡旋以及其他流动不稳定性。在仅考虑粘性力的情况下,它可以描述为比一个低的雷诺数,而在所有其他设置中,它总是必须由大于或等于一的雷诺数来描述。本文将以低雷诺数形式,从而以Navier-Stokes方程或斯托克斯定律,或者在非层状和复力的情况下,根据第三定律以相等或更高的雷诺数描述对粒子的计算影响牛顿另外,给出了一些粒子传播的惊人例子,证明了自然颗粒物长距离分散。

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