Assuming the laminar flow across the filter, the rate of filtration (dVf/dt) can be expressed as a function of pressure drop Dp by the modified D'Arcy's equation as (where A is the area of filtering surface, K is the D'Arcy's filter cake permeability and Lis the thickness of the filter cake)-A-(1/A) dVf/dt = Δp/μ(L/K)B-dVf/dt = (1/A)Δp/μ(L/K)C-(1/A) dVf/dt = Δp/μ LKD-dVf/dt = (1/A)Δp/μ LK-A-(1/A) dVf/dt = Δp/μ(L/K)

Question

Assuming the laminar flow across the filter, the rate of filtration (dVf/dt) can be expressed as a function of pressure drop Dp by the modified D&#39;Arcy&#39;s equation as (where A is the area of filtering surface, K is the D&#39;Arcy&#39;s filter cake permeability and Lis the thickness of the filter cake)-A-(1/A) dVf/dt = &Delta;p/&mu;(L/K)B-dVf/dt = (1/A)&Delta;p/&mu;(L/K)C-(1/A) dVf/dt = &Delta;p/&mu; LKD-dVf/dt = (1/A)&Delta;p/&mu; LK-A-(1/A) dVf/dt = &Delta;p/&mu;(L/K)

APTITUDE CRACK · Accepted Answer

A (1/A) dVf/dt = &Delta;p/&mu;(L/K) No answer description is available.

Downstream Processing

Assuming the laminar flow across the filter, the rate of filtration (dV_f/dt) can be expressed as a function of pressure drop Dp by the modified D'Arcy's equation as (where A is the area of filtering surface, K is the D'Arcy's filter cake permeability and Lis the thickness of the filter cake)

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Downstream Processing

Assuming the laminar flow across the filter, the rate of filtration (dVf/dt) can be expressed as a function of pressure drop Dp by the modified D'Arcy's equation as (where A is the area of filtering surface, K is the D'Arcy's filter cake permeability and Lis the thickness of the filter cake)

Solution

For help Students Orientation Mcqs Questions

Assuming the laminar flow across the filter, the rate of filtration (dV_f/dt) can be expressed as a function of pressure drop Dp by the modified D'Arcy's equation as (where A is the area of filtering surface, K is the D'Arcy's filter cake permeability and Lis the thickness of the filter cake)

For help Students Orientation
Mcqs Questions