学术报告
题目: [凝聚态物质科学数据中心报告(第11期)] Bond Dipole-Based Geometric Theory of Band Alignment
时间: 2025年09月02日 14:00
报告人: Zhang, Shengbai

Professor, Rensselaer Polytechnic Institute, Troy, NY

Abstract:

Study of band alignment is plagued by the lack of a common reference for periodic systems. Typically, average potential is used as the reference. One may truncate a bulk to expose the vacuum level [1]. However, with respect to such a level, the average potential is strongly orientation dependent [2]. This happens because the average potential is a projection of a nonintuitive bulk quadrupole tensor in the given direction [3]. By introducing Wigner-Seitz atoms (WSA), which are charge neutral, maintain local crystal symmetry, and tessellate space, one can however reduce the tensor to the expected scalar quantity, whereby setting the stage for a universal intrinsic band alignment [4]. The WSA approach further allows for an evaluation from classical electrostatics of the charge transfer at the interface, which manifests itself as the formation of (sometimes sizable) interfacial bond dipoles. In general, therefore, band alignment consists of two parts: (1) intrinsic contribution of bulk and (2) extrinsic contribution due to interfacial bond polarization. We discover that for interface between isotropic systems, the potential shift due to interface charge transfer is only a function of bulk crystal structure and strictly interface orientation independent in line with experiments [4].

References:

1.D.-H. Choe, D. West, S. Zhang, Phys. Rev. Lett. 121, 196802 (2018).

2.L. Kleinman, Phys. Rev. B 24, 7412 (1981).

3.D.-H. Choe, D. West, S. Zhang, Phys. Rev. B 103, 235202 (2021).

4.Z. Jiang, D. West, and S. Zhang, Featured Article, Appl. Phys. Rev. 12, 011411 (2025).

Brief CV of  Prof.  Zhang, Shengbai:

NAME: Zhang, Shengbai

POSITION TITLE: Professor, Emeritus

INSTITUTION: Rensselaer Polytechnic Institute

PROFESSIONAL PREPARATION

Jilin University Changchun, Jilin, Semiconductor Physics and Electronics BS 1982

University of California at Berkeley, Berkeley, California, Condensed Matter Physics MA 1985

University of California at Berkeley, Berkeley, California, Condensed Matter Physics PHD 1989

Xerox PARC Palo Alto, California, Electronic Materials Postdoctoral Fellow 1989 – 1991

APPOINTMENTS

2008 – 2025/06/30 Professor, Rensselaer Polytechnic Institute, Troy, NY

2008 – 2025/06/30 Senior Kodosky Constellation Chair, Rensselaer Polytechnic Institute, Troy, NY

2000 - 2007 Senior Scientist II, National Renewable Energy Laboratory, Golden, CO

1997 - 2000 Senior Scientist I, National Renewable Energy Laboratory, Golden, CO

1994 - 1997 Staff Scientist, National Renewable Energy Laboratory, Golden, CO

1991 - 1994 Research Associate, National Renewable Energy Laboratory, Golden, CO

RECENT REPRESENTATIVE PUBLICATIONS

1. Y Liang, D West, S Chen, J Liu, T Li, S Zhang, Semiconductor-compatible topological digital alloys, Materials Today https://doi.org/10.1016/j.mattod.2025.03.017 (2025).

2. Y Liang, S Chen, X Jin, D West, SQ Yu, T Li, S Zhang, Group IV topological quantum alloy and the role of short-range order: the case of Ge-rich Ge1-xPbx, npj Comp. Mat. 10, 82 (2024).

3. Choe DH, West D, Zhang S. Revealing the vacuum level in an infinite solid by real-space potential unfolding. Phys Rev B 103, 235202 (2021).

4. Choe DH, West D, Zhang S. Band alignment and the built-in potential of solids. Phys Rev Lett. 121, 196802 (2018).

5. Z Jiang, D West, S Zhang, Bond dipole based geometric theory of band alignment, Featured Article, Appl. Phys. Rev. 12, 011411 (2025).

6. H Shang, Z Jiang, Y Sun, D West, S Zhang, Revisiting the formulation of charged defect in solids, Editor’s Suggestion, Phys. Rev. Lett. 134, 066401 (2025).

7. D. Wang, D. Han, X.-B. Li, S.-Y. Xie, N.-K. Chen, W. Q. Tian, D. West, H.-B. Sun, and S. B. Zhang, Determination of formation and ionization energies of charged defects in two-dimensional materials, Phys. Rev. Lett. 114, 196801 (2015).

8. Z. Jiang, Y. Li, S. Zhang, and W. Duan, Realizing an intrinsic excitonic insulator by decoupling exciton binding energy from the minimum band gap, Phys. Rev. B 98, 081408(R) (2018).

9. Z. Jiang, Y. Li, W. Duan, S. Zhang, Half-excitonic insulator: A single-spin Bose-Einstein condensate”, Phys. Rev. Lett. 122, 236402 (2019).

10. Jiang Z, Lou W, Liu Y, Li Y, Song H, Chang K, Duan W, Zhang S. Spin-triplet excitonic insulator: The case of semihydrogenated graphene. Phys Rev Lett. 124,166401 (2020).

11. M Cai, M-P Miao, Y Liang, Z Jiang, Z-Y Liu, W-H Zhang, X Liao, L-F Zhu, D West, S Zhang, Y-S Fu, Manipulating single excess electrons in monolayer transition metal dihalide, Nat. Comm. 14, 3691 (2023).

12. YT Huang, ZZ Li, NK Chen, Y Wang, HB Sun, S Zhang, XB Li, Complex charge density waves in simple electronic systems of two-dimensional III2–VI3 materials, Nat. Comm. 15, 9983 (2024).

HIGHLIGHTS OF THE RECENT WORKS

In Refs. [1] and [2], we predict 3D topological materials, including topological triple-point and Weyl semimetals, weak and strong topological insulators, can be made of ordinary semiconductors with full compatibility to today’s semiconductor industry. In Refs. [3] and [4], we uncovered the vacuum level position in periodic solids. Using the vacuum level as common reference, we made breakthroughs in the everlasting quests on the physics of band alignment at interface [5] and charged defect formation energy [6]. In Ref. [5], we show atoms in a solid not only are charge neutral but also pertain local symmetries of the crystal and tessellate space. It leads to the discovery of interfacial bond dipoles and a completely new geometric theory of band alignment, which explains all the experiments and first-principles results that in isotropic systems, the band alignment is nearly orientation independent. In Ref. [6], we developed the most efficient yet most accurate formalism for the calculation of converged energy of charged defects. Currently, we are pushing the limit to resolve the issue of calculating charged defects in a few-layers two-dimension (2D) systems and 2D on a substrate, even though we have already solved the issue strictly for 2D free-standing systems [7]. In Refs. [8-10], we pointed out the broad importance of dark excitons in 2D materials and established the conditions in various materials at which the dark excitons can precipitate into various excitonic insulator ground states. In a couple of such materials, electronic excitation, via the creation of excitons, opposed to phonons, also gives rise to the formation of small polarons seen by experiment [11]. Other recent work includes the study of complex charge density waves in 2D materials [12].

邀请人:翁红明   研究员

联系人:于乐乐   yulele@iphy.ac.cn

报告地点:物理所中关村园区M楼830会议室