Spin–Vibronic Coupling From Higher-Lying Triplets is Crucial for Intersystem Crossing and Room-Temperature Phosphorescence

Wen-Kai Chen , Rui-Lian Zhou , Qing-Xin Xiang , Yanyan Liu , Ganglong Cui

Aggregate ›› 2026, Vol. 7 ›› Issue (7) : e70397

PDF (3179KB)
Aggregate ›› 2026, Vol. 7 ›› Issue (7) :e70397 DOI: 10.1002/agt2.70397
RESEARCH ARTICLE
Spin–Vibronic Coupling From Higher-Lying Triplets is Crucial for Intersystem Crossing and Room-Temperature Phosphorescence
Author information +
History +
PDF (3179KB)

Abstract

Achieving highly efficient purely organic room-temperature phosphorescence (RTP) remains a formidable challenge due to inherently weak spin–orbit coupling and slow intersystem crossing (ISC) between the singlet and triplet manifolds. To address this limitation, the involvement of higher-lying triplet states (Tn)—either through direct ISC (S1→Tn→T1) or indirect nonadiabatic spin–vibronic coupling (NA-SVC) enhanced ISC (Tn mediates S1→T1 without being populated)—has emerged as a powerful strategy to facilitate triplet harvesting. However, it remains unclear exactly how Tn participates in these two distinct pathways, and under which conditions one pathway dominates over the other. To address these questions, we develop a theoretical framework integrating the time-dependent generating function (TD-GF) algorithm with the multilayer energy-based fragment (MLEBF) method, enabling evaluation of NA-SVC contributions to ISC rate constants in the crystalline phase at the full quantum mechanical (QM) level. This computational protocol is applied to elucidate the competing ISC pathways in a series of carbazole derivatives (BeCbz, AcCbz, and PhCbz) in solution and crystalline phases. Quantitative evaluations reveal that the superior RTP performance of BeCbz is decisively governed by a direct, T2-mediated S1→T2→T1 pathway. Moreover, the significant NA-SVC enhancement drives an ultrafast S1→T2 ISC that effectively outcompetes fluorescence. In contrast, AcCbz primarily utilizes a direct spin–orbit coupling (DSO)-dominated S1→T1 pathway, whereas PhCbz exhibits solely fluorescence due to severely hindered ISC channels. Overall, this study demonstrates that explicit full QM modeling of environmental effects and NA-SVC is of great importance, providing a rigorous predictive tool for the rational design of high-performance organic phosphors.

Keywords

excited stated calculations / intersystem crossing / room-temperature phosphorescence / spin–vibronic coupling

Cite this article

Download citation ▾
Wen-Kai Chen, Rui-Lian Zhou, Qing-Xin Xiang, Yanyan Liu, Ganglong Cui. Spin–Vibronic Coupling From Higher-Lying Triplets is Crucial for Intersystem Crossing and Room-Temperature Phosphorescence. Aggregate, 2026, 7 (7) : e70397 DOI:10.1002/agt2.70397

登录浏览全文

4963

注册一个新账户 忘记密码

References

[1]

Y. Xiao, J. Li, Z. Song, et al., “3D Printable Materials With Visible Light Triggered Photochromism and Room Temperature Phosphorescence,” Journal of the American Chemical Society 147 (2025): 20372–20380.

[2]

H. Gong, Y. Song, J. He, et al., “Switching From Thermally Activated Delayed Fluorescence in Single Crystals for Low-Threshold Laser to Room-Temperature Phosphorescence in Amorphous-Film for Highly Efficient OLEDs,” Angewandte Chemie International Edition 63 (2024): e202400089.

[3]

X. Peng, P. Zou, J. Zeng, et al., “Purely Organic Room-Temperature Phosphorescence Molecule for High-Performance Non-Doped Organic Light-Emitting Diodes,” Angewandte Chemie International Edition 63 (2024): e202405418.

[4]

D. Ding, J. Li, L. Zhang, et al., “White-Light-Excited Organic Room-Temperature Phosphorescence for Improved In Vivo Bioimaging,” Nature Communications 16 (2024): 3970.

[5]

Y. Zhao, J. Yang, C. Liang, et al., “Fused-Ring Pyrrole-Based Near-Infrared Emissive Organic RTP Material for Persistent Afterglow Bioimaging,” Angewandte Chemie International Edition 63 (2024): e202317431.

[6]

Y. Li, Z. Huang, A. Shao, et al., “Aqueous Up-Conversion Organic Phosphorescence and Tunable Dual Emission in a Single-Molecular Emitter,” Chemical Science 16 (2025): 6290–6297.

[7]

Y. Zhang, H. Li, M. Yang, et al., “Organic Room-Temperature Phosphorescence Materials for Bioimaging,” Chemical Communications 59 (2023): 5329–5342.

[8]

X. Wang, R. Su, S. Luo, et al., “Elastomeric Intrinsic Optical Anti-Counterfeiting With Dual-Color RTP From Dual n→π* Transition and Enhanced Intersystem Crossing,” Advanced Functional Materials 35 (2025): e11543.

[9]

H. Liang, L. Yang, J. Cheng, T. Li, D. Zhang, and Z. Xu, “Stimuli-Responsive Recyclable Polymers With Room-Temperature Ultralong Phosphorescence for Anti-Counterfeiting,” Advanced Functional Materials 36 (2026): e13575.

[10]

M. H. Lee, J. S. Kim, and J. L. Sessler, “Small Molecule-Based Ratiometric Fluorescence Probes for Cations, Anions, and Biomolecules,” Chemical Society Reviews 44 (2015): 4185–4191.

[11]

W. Yao, K. Sun, C. Li, et al., “Organic Phosphorescent Hopper-Shaped Microstructures,” Small 20 (2024): 2309559.

[12]

X. Luo, B. Tian, Y. Zhai, et al., “Room-Temperature Phosphorescent Materials Derived From Natural Resources,” Nature Reviews Chemistry 7 (2023): 800–812.

[13]

T. Zhang, X. Ma, H. Wu, L. Zhu, Y. Zhao, and H. Tian, “Molecular Engineering for Metal-Free Amorphous Materials With Room-Temperature Phosphorescence,” Angewandte Chemie International Edition 59 (2020): 11206–11216.

[14]

X. Zhen, Y. Tao, Z. An, et al., “Ultralong Phosphorescence of Water-Soluble Organic Nanoparticles for In Vivo Afterglow Imaging,” Advanced Materials 29 (2017): 1606665.

[15]

Q. Zhou, C. Yang, and Y. Zhao, “Dynamic Organic Room-Temperature Phosphorescent Systems,” Chem 9 (2023): 2446–2480.

[16]

Y. Li, Z. Wu, Z. Huang, C. Yin, H. Tian, and X. Ma, “Activatable Red/Near-Infrared Aqueous Organic Phosphorescence Probes for Improved Time-Resolved Bioimaging,” National Science Review 12 (2025): nwae383.

[17]

P. Li, Q. Lv, C. Sun, et al., “Regulation of TADF and RTP Dual Emission via Internal and External Heavy-Atom Effects,” Journal of Physical Chemistry Letters 15 (2024): 9787–9794.

[18]

D. Zhong, S. Liu, L. Yue, et al., “Achieving Pure Room Temperature Phosphorescence (RTP) in Phenoselenazine-Based Organic Emitters Through Synergism Among Heavy Atom Effect, Enhanced n → π* Transitions and Magnified Electron Coupling by the A–D–A Molecular Configuration,” Chemical Science 15 (2024): 9112–9119.

[19]

Y. He, J. Wang, Q. Li, et al., “Highly Efficient Room-Temperature Phosphorescence Promoted via Intramolecular-Space Heavy-Atom Effect,” Advanced Optical Materials 11 (2023): 2201641.

[20]

N. Manojai, R. Daengngern, K. Kerdpol, C. Ngaojampa, and N. Kungwan, “Heteroatom Effect on Photophysical Properties of 2-(2′-Hydroxyphenyl)benzimidazole and Its Derivatives as Fluorescent Dyes: A TD-DFT Study,” Journal of Luminescence 188 (2017): 275–282.

[21]

Y. Takeda, “Modulating the Photophysical Properties of Twisted Donor–Acceptor–Donor π-Conjugated Molecules: Effect of Heteroatoms, Molecular Conformation, and Molecular Topology,” Accounts of Chemical Research 57 (2024): 2219–2232.

[22]

A. Forni, E. Lucenti, C. Botta, and E. Cariati, “Metal Free Room Temperature Phosphorescence From Molecular Self-Interactions in the Solid State,” Journal of Materials Chemistry C 6 (2018): 4603–4626.

[23]

W. Ye, C. Huang, A. Lv, et al., “Rigid Ionic-Bonding Networks Boosting Organic Room Temperature Phosphorescence,” Nature Communications 17 (2026): 1759.

[24]

W. Zhao, Z. He, and B. Z. Tang, “Room-Temperature Phosphorescence From Organic Aggregates,” Nature Reviews Materials 5 (2020): 869–885.

[25]

Q. Sun, J. Ren, Q. Peng, and Z. Shuai, “Heterofission Mechanism for Pure Organic Room Temperature Phosphorescence,” Advanced Optical Materials 12 (2024): 2301769.

[26]

A. C. Albrecht, “Vibronic—Spin-Orbit Perturbations and the Assignment of the Lowest Triplet State of Benzene,” Journal of Chemical Physics 38 (1963): 354–365.

[27]

T. J. Penfold, E. Gindensperger, C. Daniel, and C. M. Marian, “Spin-Vibronic Mechanism for Intersystem Crossing,” Chemical Reviews 118 (2018): 6975–7025.

[28]

A. Stoïanov, C. Gourlaouen, S. Vela, and C. Daniel, “Luminescent Dinuclear Copper(I) Complexes as Potential Thermally Activated Delayed Fluorescence (TADF) Emitters: A Theoretical Study,” Journal of Physical Chemistry A 122 (2018): 1413–1421.

[29]

Z.-W. Li, L.-Y. Peng, X.-F. Song, et al., “Room-Temperature Phosphorescence and Thermally Activated Delayed Fluorescence in the Pd Complex: Mechanism and Dual Upconversion Channels,” Journal of Physical Chemistry Letters 12 (2021): 5944–5950.

[30]

X. Han, H. Zheng, Y. Yang, Y. Cui, and G. Qian, “Tunable Room-Temperature Phosphorescence in Hydrogen-Bonded Organic Crystals via H-Bonding Units,” Advanced Functional Materials 35 (2025): 2425934.

[31]

Y. He and D. Escudero, “Beyond the Three-State Picture: When Higher-Lying Excited States Become Quantitatively Indispensable,” Chemical Science 10 (2026): 10967–10981.

[32]

Q. Peng, Y. Niu, Q. Shi, X. Gao, and Z. Shuai, “Correlation Function Formalism for Triplet Excited State Decay: Combined Spin–Orbit and Nonadiabatic Couplings,” Journal of Chemical Theory and Computation 9 (2013): 1132–1143.

[33]

M. K. Etherington, J. Gibson, H. F. Higginbotham, T. J. Penfold, and A. P. Monkman, “Revealing the Spin–Vibronic Coupling Mechanism of Thermally Activated Delayed Fluorescence,” Nature Communications 7 (2016): 13680.

[34]

I. Kim, S. O. Jeon, D. Jeong, et al., “Spin–Vibronic Model for Quantitative Prediction of Reverse Intersystem Crossing Rate in Thermally Activated Delayed Fluorescence Systems,” Journal of Chemical Theory and Computation 16 (2020): 621–632.

[35]

T. Pope, J. Eng, A. Monkman, and T. J. Penfold, “Spin-Vibronic Intersystem Crossing and Molecular Packing Effects in Heavy Atom Free Organic Phosphor,” Journal of Chemical Theory and Computation 20 (2024): 1337–1346.

[36]

S. Dey, M. Hasan, A. Shukla, et al., “Thermally Activated Delayed Fluorescence and Room-Temperature Phosphorescence in Asymmetric Phenoxazine-Quinoline (D2–A) Conjugates and Dual Electroluminescence,” Journal of Physical Chemistry C 126 (2022): 5649–5657.

[37]

Y. Harabuchi, J. Eng, E. Gindensperger, T. Taketsugu, S. Maeda, and C. Daniel, “Exploring the Mechanism of Ultrafast Intersystem Crossing in Rhenium(I) Carbonyl Bipyridine Halide Complexes: Key Vibrational Modes and Spin–Vibronic Quantum Dynamics,” Journal of Chemical Theory and Computation 12 (2016): 2335–2345.

[38]

M. Hagai, N. Inai, T. Yasuda, K. J. Fujimoto, and T. Yanai, “Extended Theoretical Modeling of Reverse Intersystem Crossing for Thermally Activated Delayed Fluorescence Materials,” Science Advances 10 (2024): eadk3219.

[39]

T. Ogiwara, Y. Wakikawa, and T. Ikoma, “Mechanism of Intersystem Crossing of Thermally Activated Delayed Fluorescence Molecules,” Journal of Physical Chemistry A 119 (2015): 3415–3418.

[40]

J. Yang, M. Fang, and Z. Li, “Stimulus-Responsive Room Temperature Phosphorescence Materials: Internal Mechanism, Design Strategy, and Potential Application,” Accounts of Materials Research 2 (2021): 644–654.

[41]

O. Bolton, K. Lee, H.-J. Kim, K. Y. Lin, and J. Kim, “Activating Efficient Phosphorescence From Purely Organic Materials by Crystal Design,” Nature Chemistry 3 (2011): 205–210.

[42]

Z. An, C. Zheng, Y. Tao, et al., “Stabilizing Triplet Excited States for Ultralong Organic Phosphorescence,” Nature Materials 14 (2015): 685–690.

[43]

Y. Xie, Y. Ge, Q. Peng, C. Li, Q. Li, and Z. Li, “How the Molecular Packing Affects the Room Temperature Phosphorescence in Pure Organic Compounds: Ingenious Molecular Design, Detailed Crystal Analysis, and Rational Theoretical Calculations,” Advanced Materials 29 (2017): 1606829.

[44]

Q. Peng, H. Ma, and Z. Shuai, “Theory of Long-Lived Room-Temperature Phosphorescence in Organic Aggregates,” Accounts of Chemical Research 54 (2021): 940–949.

[45]

X.-F. Song, Z.-W. Li, W.-K. Chen, Y.-J. Gao, and G. Cui, “Thermally Activated Delayed Fluorescence Mechanism of a Bicyclic “Carbene–Metal–Amide” Copper Compound: DFT/MRCI Studies and Roles of Excited-State Structure Relaxation,” Inorganic Chemistry 61 (2022): 7673–7681.

[46]

H. Zou, Y. Ma, H. Liu, et al., “A QM/MM Study on Through Space Charge Transfer-Based Thermally Activated Delayed Fluorescence Molecules in the Solid State,” Journal of Materials Chemistry C 10 (2022): 517–531.

[47]

S. Nathiya, M. Panneerselvam, and L. T. Costa, “A Theoretical Investigation of Heavy Atom and Oxidation Effects in MR-TADF Emitters for OLEDs: A Combined DFT, Double Hybrid DFT, CCSD, and QM/MM Approaches,” Physical Chemistry Chemical Physics 27 (2025): 7265–7278.

[48]

W. Zhang, J. Liu, X. Jin, et al., “Quantitative Prediction of Aggregation-Induced Emission: A Full Quantum Mechanical Approach to the Optical Spectra,” Angewandte Chemie International Edition 132 (2020): 11647–11652.

[49]

K. V. Barhate, K. Glusac, and N. Agarwal, “Ultralong Room-Temperature Phosphorescence Induced by H-Bonding and π–π Interactions in Halogen-Free Carbazole Derivatives,” Journal of Physical Chemistry C 129 (2025): 4565–4574.

[50]

M. Etinski, V. Rai-Constapel, and C. M. Marian, “Time-Dependent Approach to Spin-Vibronic Coupling: Implementation and Assessment,” Journal of Chemical Physics 140 (2014): 114104.

[51]

M. Etinski, J. Tatchen, and C. M. Marian, “Time-Dependent Approaches for the Calculation of Intersystem Crossing Rates,” Journal of Chemical Physics 134 (2011): 154105.

[52]

M. Bracker, C. M. Marian, and M. Kleinschmidt, “Internal Conversion of Singlet and Triplet States Employing Numerical DFT/MRCI Derivative Couplings: Implementation, Tests, and Application to Xanthone,” Journal of Chemical Physics 155 (2021): 014102.

[53]

W.-K. Chen, W.-H. Fang, and G. Cui, “A Multi-Layer Energy-Based Fragment Method for Excited States and Nonadiabatic Dynamics,” Physical Chemistry Chemical Physics 21 (2019): 22695–22699.

[54]

W.-K. Chen, W.-H. Fang, and G. Cui, “Extending Multi-Layer Energy-Based Fragment Method for Excited-State Calculations of Large Covalently Bonded Fragment Systems,” Journal of Chemical Physics 158 (2023): 044110.

[55]

W.-K. Chen, Y. Zhang, B. Jiang, W.-H. Fang, and G. Cui, “Efficient Construction of Excited-State Hessian Matrices With Machine Learning Accelerated Multilayer Energy-Based Fragment Method,” Journal of Physical Chemistry A 124 (2020): 5684–5695.

[56]

W.-K. Chen, W.-H. Fang, and G. Cui, “Integrating Machine Learning With the Multilayer Energy-Based Fragment Method for Excited States of Large Systems,” Journal of Physical Chemistry Letters 10 (2019): 7836–7841.

[57]

C. Adamo and V. Barone, “Toward Reliable Density Functional Methods Without Adjustable Parameters: The PBE0 Model,” Journal of Chemical Physics 110 (1999): 6158–6170.

[58]

C. Adamo, G. E. Scuseria, and V. Barone, “Accurate Excitation Energies From Time-Dependent Density Functional Theory: Assessing the PBE0 Model,” Journal of Chemical Physics 111 (1999): 2889–2899.

[59]

W. J. Hehre, R. Ditchfield, and J. A. Pople, “Self—Consistent Molecular Orbital Methods. XII. Further Extensions of Gaussian—Type Basis Sets for Use in Molecular Orbital Studies of Organic Molecules,” Journal of Chemical Physics 56 (1972): 2257–2261.

[60]

M. M. Francl, W. J. Pietro, W. J. Hehre, et al., “Self-Consistent Molecular Orbital Methods. XXIII. A Polarization-Type Basis Set for Second-Row Elements,” Journal of Chemical Physics 77 (1982): 3654–3665.

[61]

S. Grimme, J. Antony, S. Ehrlich, and H. Krieg, “A Consistent and Accurate Ab Initio Parametrization of Density Functional Dispersion Correction (DFT-D) for the 94 Elements H-Pu,” Journal of Chemical Physics 132 (2010): 154104.

[62]

A. V. Marenich, C. J. Cramer, and D. G. Truhlar, “Universal Solvation Model Based on Solute Electron Density and on a Continuum Model of the Solvent Defined by the Bulk Dielectric Constant and Atomic Surface Tensions,” Journal of Physical Chemistry B 113 (2009): 6378–6396.

[63]

F. Maseras and K. Morokuma, “IMOMM: A New Integrated Ab Initio + Molecular Mechanics Geometry Optimization Scheme of Equilibrium Structures and Transition States,” Journal of Computational Chemistry 16 (1995): 1170–1179.

[64]

A. K. Rappe, C. J. Casewit, K. S. Colwell, W. A. Goddard, and W. M. Skiff, “UFF, a Full Periodic Table Force Field for Molecular Mechanics and Molecular Dynamics Simulations,” Journal of the American Chemical Society 114 (1992): 10024–10035.

[65]

A. K. Rappe and W. A. Goddard, “Charge Equilibration for Molecular Dynamics Simulations,” Journal of Physical Chemistry 95 (1991): 3358–3363.

[66]

X. Chang, Y. Gao, W. Fang, G. Cui, and W. Thiel, “Quantum Mechanics/Molecular Mechanics Study on the Photoreactions of Dark- and Light-Adapted States of a Blue-Light YtvA LOV Photoreceptor,” Angewandte Chemie International Edition 56 (2017): 9341–9345.

[67]

G.-N. Pan, B.-B. Xie, Q. Fang, W.-H. Fang, and G. Cui, “Aromatic Residues Tune Excited-State Proton-Coupled Electron Transfer in BLUF Domains: Insights From CASPT2/MM Calculations,” Journal of Physical Chemistry Letters 17 (2026): 3280–3287.

[68]

H. Ma, W. Shi, J. Ren, W. Li, Q. Peng, and Z. Shuai, “Electrostatic Interaction-Induced Room-Temperature Phosphorescence in Pure Organic Molecules From QM/MM Calculations,” Journal of Physical Chemistry Letters 7 (2016): 2893–2898.

[69]

E. Epifanovsky, A. T. B. Gilbert, X. Feng, et al., “Software for the Frontiers of Quantum Chemistry: An Overview of Developments in the Q-Chem 5 Package,” Journal of Chemical Physics 155 (2021): 084801.

[70]

D. A. Pantazis, X.-Y. Chen, C. R. Landis, and F. Neese, “All-Electron Scalar Relativistic Basis Sets for Third-Row Transition Metal Atoms,” Journal of Chemical Theory and Computation 4 (2008): 908–919.

[71]

F. Neese, “Efficient and Accurate Approximations to the Molecular Spin-Orbit Coupling Operator and Their Use in Molecular G-Tensor Calculations,” Journal of Chemical Physics 122 (2005): 034107.

[72]

T. Petrenko, S. Kossmann, and F. Neese, “Efficient Time-Dependent Density Functional Theory Approximations for Hybrid Density Functionals: Analytical Gradients and Parallelization,” Journal of Chemical Physics 134 (2011): 054116.

[73]

C. Van Wüllen, “Molecular Density Functional Calculations in the Regular Relativistic Approximation: Method, Application to Coinage Metal Diatomics, Hydrides, Fluorides and Chlorides, and Comparison With First-Order Relativistic Calculations,” Journal of Chemical Physics 109 (1998): 392–399.

[74]

V. Barone and M. Cossi, “Quantum Calculation of Molecular Energies and Energy Gradients in Solution by a Conductor Solvent Model,” Journal of Physical Chemistry A 102 (1998): 1995–2001.

[75]

E. Van Lenthe, E. J. Baerends, and J. G. Snijders, “Relativistic Total Energy Using Regular Approximations,” Journal of Chemical Physics 101 (1994): 9783–9792.

[76]

E. Van Lenthe, J. G. Snijders, and E. J. Baerends, “The Zero-Order Regular Approximation for Relativistic Effects: The Effect of Spin–Orbit Coupling in Closed Shell Molecules,” Journal of Chemical Physics 105 (1996): 6505–6516.

[77]

F. Neese, “Software Update: The ORCA Program System—Version 5.0,” WIREs Computational Molecular Science 12 (2022): e1606.

[78]

F. Neese, “The ORCA Program System,” WIREs Computational Molecular Science 2 (2012): 73–78.

[79]

R. Berraud-Pache, F. Neese, G. Bistoni, and R. Izsák, “Unveiling the Photophysical Properties of Boron-Dipyrromethene Dyes Using a New Accurate Excited State Coupled Cluster Method,” Journal of Chemical Theory and Computation 16 (2020): 564–575.

[80]

A. Sirohiwal, R. Berraud-Pache, F. Neese, R. Izsák, and D. A. Pantazis, “Accurate Computation of the Absorption Spectrum of Chlorophyll a With Pair Natural Orbital Coupled Cluster Methods,” Journal of Physical Chemistry B 124 (2020): 8761–8771.

[81]

M. Hagai, K. J. Fujimoto, and T. Yanai, “PyGraSO: Analytical Nuclear Derivatives of Spin–Orbit Coupling for Intersystem Crossing Dynamics Simulations,” Journal of Chemical Theory and Computation 21 (2025): 11604–11619.

[82]

M. J. Frisch, G. W. Trucks, H. B. Schlegel, et al., Gaussian 16 (Gaussian Inc., 2016).

[83]

T. Lu and F. Chen, “Multiwfn: A Multifunctional Wavefunction Analyzer,” Journal of Computational Chemistry 33 (2012): 580–592.

[84]

S. Liu, H. Liu, Y. Gao, et al., “Theoretical Insights Into Halogen Substitution Effects on Room Temperature Phosphorescence in Twisted Halogenated Tetraphenylene Derivatives,” Journal of Physical Chemistry A 129 (2025): 5267–5280.

[85]

T. Eskelinen and A. J. Karttunen, “Tetrahedral Cu(I) Complexes for Thermally Activated Delayed Fluorescence: A Density Functional Benchmark Study With QM/MM Models,” Inorganic Chemistry 64 (2025): 9150–9162.

[86]

S. Lin, Q. Ou, Y. Wang, Q. Peng, and Z. Shuai, “Aggregation-Enhanced Thermally Activated Delayed Fluorescence Efficiency for Two-Coordinate Carbene–Metal–Amide Complexes: A QM/MM Study,” Journal of Physical Chemistry Letters 12 (2021): 2944–2953.

Rights & permissions

2026 The Author(s). Aggregate published by SCUT, AIEI, and John Wiley & Sons Australia, Ltd.

PDF (3179KB)

0

Accesses

0

Citation

Detail

Sections
Recommended

/

〈 〉