Governing Equations for Deterministic Process Model PARAMETER ESTIMATION AND MODELING OF SPIRAL-WOUND: Governing Equations for Deterministic Process Model Governing Equations for Deterministic Process Model
rss
SOATUBE
Oracle
Custom Search here

Tuesday, July 7, 2009

Governing Equations for Deterministic Process Model

(A) Spiral Wound Element Model
The membrane leaf (consisting of filtration channel i.e. a feed flow channel and a permeate flow channel) is divided in m = 5 and n = 5 segments (oriented in orthogonal directions), each of distance Δx and Δy respectively to form a grid, as shown in Figure 1.The dimensions of the finite element i.e. Δx and Δy are obtained as:
Δx =L/m (1)
Δy =W/n (2)
where L = length of the membrane leaf (along the spiral wound module) [m; L]; W = width of membrane leaf (orthogonal longitudinal axis of spiral wound module) [m; L].The input parameters to model Qf0, Pf0 and Cf0, are the operating parameters for the element of the grid as shown in fig below


0 comments:

Post a Comment

 
Blogger Widgets