Fortune Telling Collection - Fortune-telling birth date - The characteristics of three kinds of mixed micrometer are as follows
The characteristics of three kinds of mixed micrometer are as follows
The mixing degree of fluid system can be expressed in the following three ways:
(1) uniformity is a measure of overall uniformity, that is, within the equipment size range. The uniformity I of component A in the mixture is defined as:
or
Where c is the average concentration of component A in the mixing tank; CA is the concentration of component a in the sample. I= 1 means uniform mixing, and I=0 means no mixing. The average uniformity I of a component is the arithmetic average of the uniformity of a component obtained from several samples in the same tank, which can be used to measure the overall mixing effect of the system, but the number of samples must be specified.
(2) Measurement of the size of dispersed micelles (such as droplets, bubbles or solid particles) in the separation scale mixing system. Within the range of separation scale, substances are homogeneous or only one substance. The smaller the separation scale, the more uniform the mixing. For immiscible systems, it is impossible to achieve the separation scale at molecular level.
(3) Measure the uniformity of the separation intensity mixed-phase system on a small scale. During the mixing operation, mixed micelles with different sizes and concentrations exist in the mixed solution. The difference between the micelle concentration and the average concentration of these mixtures is the separation strength. The smaller the separation intensity, the more fully the materials are mixed, and the more blurred the interface between clusters (see figure). When the mixed materials have reached the ideal mixing state through molecular diffusion, that is, the so-called molecular scale uniformity, the separation intensity is zero.
In the mixing equipment, the overall flow of fluid is used to improve the uniformity of the mixing system, while turbulent pulsation reduces the separation scale and intensity.
The mixing degree of solid system is expressed by the standard deviation of the content of a component in the sample, that is:
Where c is the average content of substance a; CA is the content of substance A in the i-th sample; N is the number of samples.
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