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The simulated membrane shape is experimentally verified with photogrammetrical measurements carried out on a prototype facet of the small dish.
This discrepancy has to be considered because during attaching membranes to cable net, the accuracy of the membrane shape is hard to guarantee.
A system of ordinary differential equations governing the membrane shape is formulated, and the associated boundary-value problem is solved by numerical methods.
Plasma membrane shape is set by the cytoskeleton.
In order to have an accurate and reproducible channel alignment and to identify the most suitable wrinkling behavior for the fabrication of straight nanochannels, the wrinkling of different InGaAs membrane shapes were investigated.
While single TIRFM images such as are displayed in Fig. 1 did not allow us to reconstruct the full membrane shape, it was possible to estimate the vertical displacements of protrusion tips by ignoring cell deformations and assuming an exponential relationship between spot brightness and distance between the cell tip and the substratum, according to Eq. (1).
A criterion for membrane shape instability is derived from a linear stability analysis.
However, significantly less membrane shape changes were observed on PI 4,5 P2 liposomes.
However, owing to image noise and random perturbations of membrane shape, differences are not always well defined.
The method is applied to the mass transfer with a membrane of curved geometry, and the applicability for the membrane with arbitrary shape is demonstrated.
Furthermore, we integrated this data with time-resolved membrane shapes that were obtained previously by correlated light and electron microscopy (Kukulski et al., 2012).
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