Table 6.
Etotal | TStotal | Ftotal | Fsum | |
---|---|---|---|---|
Nwater =160 ns=80 double integration | ||||
Free | −1980.7 ± 2 | −105.4 ± 4 | −45.3 ± 4 | |
Bound | −1961.7 ± 2 | −102.3 ± 4 | −43.8 ± 4 | |
Free-bound | ΔEtotal | TΔStotal | ΔFtotal | ΔFsum |
−19.0 ± 2 | −15.9 ± 4 | −3.1 ± 2.5 | −1.5 ± 2 | |
Nwater =180 ns=80 double integration | ||||
Free | −2154.8 ± 1 | −101.6 ± 6 | −43.1 ± 5 | |
Bound | −2159.5 ± 1 | −98.0 ± 9 | −38.8 ± 8 | |
Free-bound | ΔEtotal | TΔStotal | ΔFtotal | ΔFsum |
+4.7 ± 2 | +8.3 ± 1.5 | −3.6 ± 4 | −4.3 ± 4 |
Etotal (eq 1) and ΔEtotal (eq 24) are the total energy and its difference for the free and bound microstates. Ftotal is the sum of the loop and water free energies and its difference is ΔFtotal (eq 26); Fsum = Ftotal +TSloop (Ftotal and Fsum are defined up to an additive constant). TΔStotal (eq 28) is obtained from ΔEtotal − ΔEtotal. For information on the statistical error see Table 5 and the text.