Excitation Migration in One-Dimensional Molecular Random Lattices

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Abstract
Migration of electronic excitation energy is studied in two types of one‐dimensional random lattices, one whose chains consist of identically oriented but randomly spaced molecules, and one with equally spaced but randomly oriented molecules. Results of computer calculations show that the loss of periodicity suppresses migration of excitation and that the velocity of migration is not constant but a decreasing function of time.

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