Anisotropic van der Waals Dispersion Forces in Polymers: Structural Symmetry Breaking Leads to Enhanced Conformational Search

Abstract

The modeling of conformations and dynamics of (bio)polymers is of primary importance for understanding physicochemical properties of soft matter. Although short-range interactions such as covalent and hydrogen bonding control the local arrangement of polymers, non-covalent interactions play a dominant role in determining the global conformations. Here we focus on how the inclusion of many-body effects in van der Waals dispersion affects the outcome of geometry optimizations and molecular dynamics simulations of model polymers. We find that delocalized force contributions are key to explore the conformational landscape, as they induce an anisotropic polarization response which efficiently guides the conformation towards globally optimized structures. This is in contrast with the commonly used pair-wise approach, where the atomic polarizabilities lack information on the global geometry. We show that such local approximation causes the conformational search to be obstructed by conformations with unphysically limited spatial symmetry, while the many-body formalism strongly reduces the roughness of the potential energy landscape.

Second Quantization Approach to Many-Body Dispersion Interactions: Implications for Chemical and Biological Systems

“…Noncovalent interactions [1][2][3][4] play a key role in determining physicochemical properties, given that they influence the structure [5], stability [6,7], dynamics [8][9][10], and electric [11] and optical [12] responses in a wide range of molecules and materials [13][14][15]. In particular, van der Waals (vdW) dispersion interactions and long-range electron correlation energy must be treated with quantitative many-body methods [16][17][18][19][20][21][22][23][24].…”

Second Quantization Approach to Many-Body Dispersion Interactions

“…Noncovalent interactions [1][2][3][4] play a key role in determining physicochemical properties, given that they influence the structure [5], stability [6,7], dynamics [8][9][10], and electric [11] and optical [12] responses in a wide range of molecules and materials [13][14][15]. In particular, van der Waals (vdW) dispersion interactions and long-range electron correlation energy must be treated with quantitative many-body methods [16][17][18][19][20][21][22][23][24].…”