|Title:||Binding polynomial in molecular self-assembly|
|Authors:||Mosunov, A. A.|
Rybakova, K. A.
Rogova, O. V.
Evstigneev, M. P.
equilibrium distribution of oligomers
|Citation:||Binding polynomial in molecular self-assembly / A. A. Mosunov [et al.] // Physical Review E. - 2014. - Vol.89, №6.- Art.062138.|
|Abstract:||In the present work the concept of a binding polynomial is revisited for the most widely used case of self-assembly of identical molecular units and results in the re-construction of a link to the grand partition function of such a system. It is found that if the self-assembly process is not pronounced (i.e., the product of the equilibrium constant and the monomer concentration is close to zero), the binding polynomial has the meaning of a molecular partition function that is given by the summation over energy levels of any molecule in the system. In other cases the concept of a binding polynomial may be misleading|
|Appears in Collections:||Статьи из периодических изданий и сборников (на иностранных языках) = Articles from periodicals and collections (in foreign languages)|
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