Dispersed Systems |
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Page 5
... density distribution . The most favorable cases are given by particles with spherical symmetry . In this case we obtain the radial electron density distribution o ( r ) from the distance distribu- tion function p ( r ) by applying a ...
... density distribution . The most favorable cases are given by particles with spherical symmetry . In this case we obtain the radial electron density distribution o ( r ) from the distance distribu- tion function p ( r ) by applying a ...
Page 116
... density of the medium . The fluctuations can be described using the distance correlation func- tion [ 11 , 15 ] y ( r ) = { n ( x + r ) n ( x ) ) / n2 ( 1 ) with n ( x ) = g ( x ) – ĕ , where g ( x ) is the electron densi- ty at point x ...
... density of the medium . The fluctuations can be described using the distance correlation func- tion [ 11 , 15 ] y ( r ) = { n ( x + r ) n ( x ) ) / n2 ( 1 ) with n ( x ) = g ( x ) – ĕ , where g ( x ) is the electron densi- ty at point x ...
Page 117
... density o1 , coated with a layer of elec- tron density oo and suspended in a medium with elec- tron density 2. However , it is also possible to show that the Eqs . ( 4a , b ) provide a useful approximation for the distance correlation ...
... density o1 , coated with a layer of elec- tron density oo and suspended in a medium with elec- tron density 2. However , it is also possible to show that the Eqs . ( 4a , b ) provide a useful approximation for the distance correlation ...
Contents
General | 1 |
Surfactant Aggregation | 55 |
Phase equilibria and thermodynamics of liquid and solid crystal | 86 |
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