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Monday, November 23, 2020 | History

2 edition of C P R S issue filtration exercise. found in the catalog.

C P R S issue filtration exercise.

Keating, Michael

C P R S issue filtration exercise.

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  • 27 Currently reading

Published by University of Strathclyde Centre for the Study of Public Policy in Glasgow .
Written in English


Edition Notes

SeriesPolicy analysis teaching package -- 4, 1
ContributionsUniversity of Strathclyde. Centre for the Study of Public Policy.
The Physical Object
Pagination8p. ;
ID Numbers
Open LibraryOL13791997M

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C P R S issue filtration exercise. by Keating, Michael Download PDF EPUB FB2

P L: pressure in the liquid, Pa p S: compressive stress on the solids, Pa Dp: pressure drop p c: capillary pressure, Pa p ce: capillary entry pressure, Pa p ci: capillary suction pressure, Pa q: exponent describing blocking behavior r: distance from the solids surface, m r D: Debye length, m S R: reduced saturation S: saturation (volume of.and neglecting the kinetic terms in we get the Bernoulli equation C P R S issue filtration exercise.

book the filtration set-up in Fig. 1: (A.5) V ˙ = (P 1 − P 2) + ρ g (z 1 − z 2) μ ∑ i (R i / A i) + (R filter / A filter) At the start of the filtration process when the filter is clean we can calculate the initial flow rate V ˙ 0 as: (A.6) V ˙ 0 = (P 1 − P Cited by: S i [-] = (concentration in filtrate, C f)/(concentration at membrane wall, C w) Retention (R) is the fraction of a particular protein that is retained by the membrane.

It can also be calculated as either apparent or intrinsic retention. Retention is often also called rejection. R app [-] = 1 – S app or R i = 1 - S File Size: 2MB.

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2 filtration filter operation 25 rapid gravity filtration 25 backwashing 25 filter control systems 26 6 activated carbon filters 29 7 interaction with other treatment processes 31 prefiltration treatment 31 in-line filtration 31 8 process monitoring and control 35 9 operating procedures associated with normal process conditions Under low particle Reynolds number flow (Re ≪ 1), the particle behavior due to its inertial response to changes in fluid flow will be indicated by the Stokes number given by, where ρ p is the NaCl particle density ( g/cm 3), d p is the particle diameter (ranging between and 6 μm), v t is the air velocity in the PVC tube (10 cm/s or.

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