Controlled hierarchical self-assembly of hyperbolic paraboloid molecules into two-dimensional superstructures with second-harmonic generation characteristic

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Authors: Hongbin Huo, Yunrong Zhang, Xuedong Xiao, Jia He, Ju-an Zhang, Wei Jun Tian
Cited by: 1
References: 46

Abstract

Hyperbolic paraboloid molecules, as systems with remarkable negative Gaussian curvature, have garnered considerable attention in chemistry and materials science due to their unique physicochemical properties. However, controlled organization of these curvature building blocks into well-defined superstructures remains challenging, primarily attributed to the constraints of their inherently contorted structures. Herein, we report the successful formation of hyperbolic-paraboloid-based crystalline two-dimensional (2D) superstructures in a controlled hierarchical manner. Employing a rigid yet flexible molecular design strategy, we guide the hyperbolic-paraboloid molecules through hierarchical self-assembly method from dimers to one-dimensional (1D) supramolecular columns and ultimately to 2D superstructures. Remarkably, these 2D superstructures exhibit strong second harmonic generation (SHG) with excellent polarization dependence. The strongest SHG signals were recorded at 1.5 × 105 for 2D HPS-MT and 1.1 × 105 for 2D HPS-Z, with polarization dependence of the SHG responses reaching 87.5% for 2D HPS-MT and 81% for 2D HPS-Z. Hyperbolic paraboloid molecules possess unique physicochemical properties. However, their controlled organization into well-defined superstructures remains challenging. Here, the authors report a macrocycle with hyperbolic paraboloid topology as building blocks to self-assemble a series of two-dimensional superstructures with four-level hierarchy in a controlled hierarchical manner.

Fields of Study & Subjects

2D Materials and Applications Spectroscopy and Quantum Chemical Studies Surface Chemistry and Catalysis

Publication details

Journal / source
Nature Communications
Publisher
Springer Science and Business Media LLC
Volume
17
Issue
1
Pages
1852–1852
Publication date
19 January 2026
Language
EN