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Rosenbluth factor

Once the entire chain is grown, the normalized Rosenbluth factor for this configuration is calculated... [Pg.449]

The normalized Rosenbluth factor of the isolated chain has to determined from a separate (but very fast) simulation. A related technique, the orientational-bias insertion [2,39,40] is suitable for fluids where part of the interactions is strongly orientation-dependent. [Pg.449]

Similarly, to construct the reverse move, a new set of A — 1 orientations is generated about the old positions, and the Rosenbluth factor of the original configuration of the molecule, R, is calculated. [Pg.233]

Step 2 is repeated until the entire chain is grown and we can determine the Rosenbluth factor of configuration n ... [Pg.1745]

Once the entire chain has been retraced, we determine its Rosenbluth factor ... [Pg.1745]

The Rosenbluth factors of the other t — 1 segments are calculated as follows. We consider the calculation of the... [Pg.1746]

Rosenbluth factor of segment /. We generate a set of k — 1 orientations with a distribution prescribed by the bonded interactions (14). These orientations, together with the actual bond between segment — I and /. form the set of k orientations bo. b ). These orientations are used to calculate the external Rosenbluth factor. [Pg.1747]

For the entire chain the Rosenbluth factor of the old conformation is defined by... [Pg.1747]

Among Q processors, g new (u) chains of length N are distributed and grown using the standard CBMC algorithm. To avoid load imbalance, mod (g, Q) = 0 must hold. For the selection of trial segments, u is used only. This results in a Rosenbluth factor W for each chain... [Pg.13]


See other pages where Rosenbluth factor is mentioned: [Pg.462]    [Pg.462]    [Pg.446]    [Pg.446]    [Pg.118]    [Pg.1744]    [Pg.1745]    [Pg.1745]    [Pg.1746]    [Pg.1746]    [Pg.1753]    [Pg.14]    [Pg.21]    [Pg.93]   
See also in sourсe #XX -- [ Pg.3 ]




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