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. Author manuscript; available in PMC: 2012 Oct 21.
Published in final edited form as: J Comput Chem. 2011 Apr 21;32(10):2232–2244. doi: 10.1002/jcc.21806

Figure 1.

Figure 1

Plots comparing the van der Waals potential energy for the usual 6–12 Lennard-Jones potential at 10% strength and the soft core potential with λ = 0.1 for guanine and cytosine bases interacting with an aromatic carbon probe atom. (a) A guanine base with the 6–12 potential at 10% strength. (b) A guanine base with the soft core potential with λ = 0.1. (c) A cytosine base with the 6–12 potential at 10% strength. (d) A cytosine base with the soft core potential with λ = 0.1. Parameters are taken from the AMBER ff99 force field relative to an aromatic carbon probe atom like the ones that make up nucleobases. Adenine and uracil plots are available in supplementary material. In all cases, the 6–12 potential has a local minimum at the center of each ring with barriers of escape in excess of 1 million kcal/mol, leaving the chance that two rings could interlock inseparably in an unphysical conformation when the potential is first restored. In contrast, the soft core potential has a local maximum at the center of the bases with no local energy minima inside any rings, and the energies inside each are about six orders of magnitude lower. Bases that were overlapping or interlocked during the stage of the run without VDW or electrostatic forces will smoothly slide apart.