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In our Cellular Automata model, the cell membrane is represented by a square lattice having the size (Ltimes L), using Moore's neighborhood with a neighborhood of range 1.
The PFSA membrane is represented as a two-phase system, where the water-filled hydrophilic domains are dispersed throughout the hydrophobic polymer matrix.
It follows that, in the LSM, the cell membrane is represented implicitly through the potential function which is defined on a fixed Cartesian grid, thus eliminating the need to parameterize the boundary.
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SEM images of surface and cross-section of the pristine track membrane are represented in Figure 2.
For meaningful comparison of intensities across different membranes, the intensity of each spot on a membrane was represented as relative intensity RI = (Xi-B /G, where Xi-B /Ghe intensity of the ith point of membrane, and B and G are the baseline intensities of empty spot and GST (5 ng) respectively.
The integrity of lysosomal membrane was represented by the percent dissociation of NAG.
The process of protein translation, assembly and localisation targeted to membranes is represented by 13 GO terms.
The membranes are represented by only their in-plane stress components, for which an incompressible isotropic hyper-elastic behavior can be assumed.
The system curves are represented as dotted lines, the membranes are represented as follows: black fill: DL73, square; NF45, rhombus; DK73, circle; NP30, triangle; white fill: TW30, square; SW30, rhombus; NF90, circle.
The outer membrane position is represented schematically with the labels 'M', 'M', and 'P' indicating the extracellular side, the membrane, and the periplasmic side, respectively.
In this model, the steepness of the dependence of the conductivity on membrane potential is represented by the parameter α.
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