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Profile of orientation

The obvious thing would be to regard the density profile as product of the so-called particle density profile nM z) and the so-called profile of orientation distribution 0(2, w). The particle density profile can be accessed integrating the density profile along the molecular orientations,... [Pg.100]

The particle density profile describes the mean density of molecules at the distance 2 to the pore wall. The profile of orientation distribution describes the distribution of molecular orientations u> = 0,4> at each 2. Any orientation distribution normalizes by / du> o(z,u ) = 1. If the orientations of axially symmetric molecules are isotropic distributed, then it follows from 0(2,w) = const the isotropic profile 0(2,u>) = (4a ). In this case all reachable orientations appear with the same probability. [Pg.100]

Fig. 11. Profiles of orientation density along the most pronounced <110> fibre of the AlZn78 alloy-samples deformed at different temperatures. Fig. 11. Profiles of orientation density along the most pronounced <110> fibre of the AlZn78 alloy-samples deformed at different temperatures.

See other pages where Profile of orientation is mentioned: [Pg.104]    [Pg.116]   


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