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It is proven that 100-percent efficient fixed-rate codes for runlength-limited (RLL) (d, k) and RLL charge-constrained (d, k; c) channels are possible in only two cases, namely (d,k;c) = (0,1;1) and (1,3;3). Specifically, the binary Shannon capacity of RLL (d, k) constrained systems is shown to be irrational for all values of (d, k),0 ≤ d. < © 1987 IEEE
William Hinsberg, Joy Cheng, et al.
SPIE Advanced Lithography 2010
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