Scaling functions effects

The dynamic structure factor is S(q, t) = (nq(r) q(0)), where nq(t) = Sam e q r is the Fourier transform of the total density of the polymer beads. The Zimm model predicts that this function should scale as S(q, t) = S(q, 0)J-(qat), where IF is a scaling function. The data in Fig. 12b confirm that this scaling form is satisfied. These results show that hydrodynamic effects for polymeric systems can be investigated using MPC dynamics. 

Reducing the size of cooling system we increase its efficiency, improve system performance by adding micro scale function (microporous heat pipe effect) to macro scale engineering application. 

To calculate the scaling functions we now follow the flow up to some fixed surface chosen far from the critical manifold, such that i/ C- The resulting macroscopic Hamiltonian allows for a perturbative treatment, all critical effects being absorbed into the renormalization of the couplings. On the purely formal level the precise choice of tliis manifold where the scaling... 

Yanwei, Z. and Meriani, S., Scaling functions for the finite-size effect in fractal aggregates, J. Appl. Cryst, 27, 782, 1994. 

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