Microcanonical Analysis of Semiflexible Homopolymer Model With Variable Width Bending Potential

I have developed an algorithm for finding phase transition in microcanonical data of simulations of homopolymers. These simulations model the behavior of homopolymers in an array of different conditions. This algorithm is generalized and can be applied to a variety of different systems. It works by taking repeated derivatives of the microcanonical entropy of the system and applying several filters, whose parameters are tuned algorithmically as well. Identification of phase transitions allows for the construction of a phase diagram.

Publication Details

Journal
Murray State's Digital Commons (Murray State University)
Published
2024-10-07
Primary Topic
Material Dynamics and Properties
Type
article
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article

Microcanonical Analysis of Semiflexible Homopolymer Model With Variable Width Bending Potential

Murray State's Digital Commons (Murray State University)
Material Dynamics and Properties
article

Microcanonical Analysis of Semiflexible Homopolymer Model With Variable Width Bending Potential

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Abstract

I have developed an algorithm for finding phase transition in microcanonical data of simulations of homopolymers. These simulations model the behavior of homopolymers in an array of different conditions. This algorithm is generalized and can be applied to a variety of different systems. It works by taking repeated derivatives of the microcanonical entropy of the system and applying several filters, whose parameters are tuned algorithmically as well. Identification of phase transitions allows for the construction of a phase diagram.

Murray State's Digital Commons (Murray State University)
Openalex Percentile: Top 70%
Material Dynamics and Properties
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Microcanonical Analysis of Semiflexible Homopolymer Model With Variable Width Bending Potential · Murray State's Digital Commons (Murray State University) (2024) | TGRS Research Map | TGRS