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Symmetry-dictated first-principles theory of purely ionic thermoelectricity

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Title
Symmetry-dictated first-principles theory of purely ionic thermoelectricity
Alternative Title
순수 이온 열전의 대칭성 기반 제일원리 이론
DGIST Authors
Byeoksong LeeJoongoo KangByungki Ryu
Advisor
강준구
Co-Advisor(s)
Byungki Ryu
Issued Date
2026
Awarded Date
2026-02-01
Type
Thesis
Description
Thermoelectricity, Linear response, Atomic energy, Gauge invariance, Renormalization, Ionic transverse thermoelectricity
Table Of Contents
Ⅰ. Introduction 1
1.1 Outline of the thesis 3
ⅠI. Non-equilibrium thermodynamics 5
2.1 Entropy production 6
2.2 The kinetic coefficients 7
2.3 Onsager’s reciprocal relations 9
2.4 Green-Kubo theory of linear response 11
ⅠII. Gauge invariant theory of ionic thermoelectricity 14
3.1 Notations 14
3.2 Arbitrariness of atomic energy 15
3.2.1 Gauge freedom in atomic energy decomposition 15
3.2.2 Invariance of particle number flux 18
3.2.3 Energy flux vs. heat flux 19
3.3 Global gauge invariance 19
3.4 Local gauge invariance 22
3.5 Thermoelectricity and geometrical interpretation 24
3.5.1 Definition of ionic charge flux and ionic thermoelectricity 24
3.5.2 Geometrical interpretation of transport coefficient 25
3.5.3 Ionic vs. electronic Seebeck effects 27
3.6 Numerical experiments 27
3.6.1 Cu2S: a solid-liquid hybrid ionic conductor 28
3.6.2 Li3N: a layered ionic conductor with ambipolar Seebeck effect 29
3.6.3 Ionic transverse thermoelectricity 31
ⅠV. Related work 35
4.1 Gauge invariance in heat transport 34
4.2 Topological invariance of charge transport 34
4.3 Statistical refinement of the ionic Seebeck coefficient 36
4.4 Mechanistic interpretation of giant ionic thermoelectricity 37
V. Summary 38
VI. Appendices 40
6.1 MLP ensemble generation 40
6.2 Renormalization of partial enthalpies 41
6.3 Local gauge invariance and single-particle energies 42
6.4 Ab initio-quality MD simulations 43
6.5 Training and accuracy of ML potentials 44
6.5.1 GAP training for -Cu2S 45
6.5.2 On-the-fly MLP training 45
6.6 Numerical calculations of renormalized partial enthalpies 49
6.6.1 NPT vs. NVT ensembles 51
6.6.2 Error estimation with block averages 52
6.7 Topological quantization of ionic transport 55
6.8 Transport coefficients of -Cu2S and -Li3N 56
References 58
Korean summary 62
URI
https://scholar.dgist.ac.kr/handle/20.500.11750/59640
http://dgist.dcollection.net/common/orgView/200000942227
DOI
10.22677/THESIS.200000942227
Degree
Doctor
Department
Department of Physics and Chemistry
Publisher
DGIST
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