Zhongjuan Han

most citedThermoelectric Properties of Copper-based Chalcopyrite Semiconductors Cu

M X_{2}

(

M

= Al, Ga, and In;

X

= S, Se, and Te) from First-Principles Calculations

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

cond-mat.mtrl-sci2025

Synergetic Enhancement of Power Factors and Suppression of Lattice Thermal Conductivities via Biaxial Strain in ScAgSe $_{2}$ and TmAgTe $_{2}$

Wu Xiong, Zhongjuan Han, Zhonghao Xia +2

The challenge of achieving high thermoelectric (TE) performance is mainly from the entanglement among Seebeck coefficient ( $S$ ), electrical conductivity ( $σ$ ), and lattice thermal…

cond-mat.mtrl-sci2025★ 1 cited

Thermoelectric Properties of Copper-based Chalcopyrite Semiconductors Cu $M X_{2}$ ( $M$ = Al, Ga, and In; $X$ = S, Se, and Te) from First-Principles Calculations

Wu Xiong, Zhonghao Xia, Zhongjuan Han +2

Copper-based chalcopyrite semiconductors have attracted sustained interest owing to their promising thermoelectric (TE) performance, yet the microscopic origins of their TE behavio…

cond-mat.mtrl-sci2025

Forbidden p-d Orbital Coupling Accelerates High-Power-Factor Materials Discovery

Wu Xiong, Zhongjuan Han, Zhonghao Xia +2

The intrinsic entanglement between electrical conductivity ( $σ$ ) and the Seebeck coefficient ( $S$ ) significantly constrains power factor (PF) enhancement in thermoelectric (TE) mat…

Synergetic Enhancement of Power Factors and Suppression of Lattice Thermal Conductivities via Biaxial Strain in ScAgSe2​ and TmAgTe2​

Thermoelectric Properties of Copper-based Chalcopyrite Semiconductors CuMX2​ (M = Al, Ga, and In; X = S, Se, and Te) from First-Principles Calculations

Forbidden p-d Orbital Coupling Accelerates High-Power-Factor Materials Discovery

Synergetic Enhancement of Power Factors and Suppression of Lattice Thermal Conductivities via Biaxial Strain in ScAgSe $_{2}$ and TmAgTe $_{2}$

Thermoelectric Properties of Copper-based Chalcopyrite Semiconductors Cu $M X_{2}$ ( $M$ = Al, Ga, and In; $X$ = S, Se, and Te) from First-Principles Calculations