The scattering function of ideal two-dimensional asymmetric pom-pom polymers
1Department of Mathematics and Physics, Manhattan University, 4513 Manhattan College Parkway, Riverdale, New York 10471, USA.
Abstract:
The properties of ideal two-dimensional asymmetric pom-pom polymers containing 601-1263 units are investigated with a Monte Carlo growth method. The mean-square radii of gyration, various g-ratios, and scattering functions are calculated. A graph theory approach is employed to obtain exact scattering functions using a novel technique for counting paths in the graph representation of the polymers. All the simulation results are in very good agreement with theoretical predictions. Asymmetric pom-poms are more compact than symmetric ones and this is reflected in various g-ratios and the structure factor.
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