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Weight basis probability density function

Both the number and weight basis probability density functions of final product crystals were found to be expressed by a %2-function, under the assumption that the CSD obtained by continuous crystallizer is controlled predominantly by RTD of crystals in crystallizer, and that the CSD thus expressed exhibits the linear relationships on Rosin-Rammler chart in the range of about 10-90 % of the cumulative residue distribution. [Pg.175]

CSD Functions. From the RTD function based on the tank-in-series model, both the number basis and weight basis probability density functions of final product... [Pg.176]

The weight basis probability density function of crystals in exit stream, fw(L) is derived from in a similar way. Multiplying both sides of Equation a-6 by PcfyL, where rc and fy are the density and volumetric shape factor of crystals, respectively,... [Pg.190]

Beard and Bassingthwaighte [247] showed that a power function can be represented as the sum of a finite number of scaled basis functions. Any probability density function may serve as a basis function. They considered as basis function a density corresponding to the passage time of a molecule through two identical well-stirred tanks in series. The weighted sum of such to models leads to the power function... [Pg.168]


See other pages where Weight basis probability density function is mentioned: [Pg.194]    [Pg.194]    [Pg.97]    [Pg.2]    [Pg.124]   


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Basis functions

Basis weight

Density weight

Density weighting function

Probability density

Probability density function

Probability function

Probability, weighted

Probability-density functionals

Weight function

Weighted density

Weighted density functional

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