Abstract
Statistical chains have been generated inside a sphere of variable radius R. The mean square root end-to-end distance, the radius of gyration, and the entropy of the chains have been determined as a function of R for absorbing boundary (AB) and reflecting boundary (RB) statistics to be defined below in this paper. It is found that the entropy change ΔS from the unbounded (free)chain varies as R −2 for AB statistics and as R −1 for RB statistics.
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