Hao Li

Prof. Hao Li

College of Electrical and Information Engineering, Hunan University, Changsha 410082, China

Research Focus & Metrics

Academic Career Length

8Years (2019-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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8 August 2024 in Nature Communications
Verified
Journal Article
Open access
PDF file
JDJianhong Duan
Jianhong Duan
KWKun Wei
Kun Wei
QDQianbiao Du
Qianbiao Du
LMLinzhao Ma
Linzhao Ma
HYHuifen Yu
Huifen Yu
Hao LiHao Li
Hao Li
Superparaelectrics are considered promising candidate materials for achieving superior energy storage capabilities. However, due to the complicated local structural design, simultaneously achieving high recoverable energy density (Wrec) and energy storage efficiency (η) under high electric fields remains a challenge in bulk superparaelectrics. Here, we propose utilizing entropy engineering to disrupt long-range ferroic orders into local polymorphic distortion disorder with multiple BO6 tilt types and diverse heterogeneous polarization configurations. This strategy reduces the switching barriers, thereby facilitating the emergence of superparaelectric behaviors with ideal polarization forms. Furthermore, it enables high polarization response, negligible remnant polarization, delayed polarization saturation, and enhanced breakdown electric fields (Eb) in high-entropy superparaelectrics. Consequently, an extraordinary Wrec of 15.48 J cm–3 and an ultrahigh η of 90.02% are achieved at a high Eb of 710 kV cm–1, surpassing the comprehensive energy storage performance of previously reported bulk superparaelectrics. This work demonstrates that entropy engineering is a viable strategy for designing high-performance superparaelectrics.

29 November 2024 in Chemical Engineering Journal
Verified
Journal Article
Closed access
LMLinzhao Ma
Linzhao Ma
LJLongxiang Jiang
Longxiang Jiang
JDJianhong Duan
Jianhong Duan
QDQianbiao Du
Qianbiao Du
KWKun Wei
Kun Wei
Hao LiHao Li
Hao Li

9 August 2024 in Advanced Functional Materials
Verified
Journal Article
Closed access
JDJianhong Duan
Jianhong Duan
KWKun Wei
Kun Wei
QDQianbiao Du
Qianbiao Du
LMLinzhao Ma
Linzhao Ma
HQHe Qi
He Qi
Hao LiHao Li
Hao Li

1 June 2019 in Ceramics International
Verified
Journal Article
Closed access
BTBin Tang
Bin Tang
QXQiuyuan Xiang
Qiuyuan Xiang
ZFZixuan Fang
Zixuan Fang
XZXing Zhang
Xing Zhang
ZXZhe Xiong
Zhe Xiong
SZShuren Zhang
Shuren Zhang

5 April 2021 in Journal of the American Ceramic Society
Verified
Journal Article
Closed access
PDF file
XCXiaoqing Chen
Xiaoqing Chen
Hao LiHao Li
Hao Li
PZPengcheng Zhang
Pengcheng Zhang
HHHoulin Hu
Houlin Hu
GCGongtian Chen
Gongtian Chen
GLGaosheng Li
Gaosheng Li

1 August 2024 in Journal of Advanced Ceramics
Verified
Journal Article
Open access
PDF file
QDQianbiao Du
Qianbiao Du
LJLongxiang Jiang
Longxiang Jiang
LMLinzhao Ma
Linzhao Ma
JDJianhong Duan
Jianhong Duan
Zeyan ZhouZeyan Zhou
Zeyan Zhou
Hao LiHao Li
Hao Li
Research on doping modification of ZnTiO3 ceramics to enhance microwave dielectric properties has been hindered by poor performance, unclear structure-function mechanisms. To expand the applicability of ZnTiO3 ceramics, this study explores Zn1–xLi2xTiO3 (0 ≤ x ≤ 1) ceramics using a phase engineering strategy. Our findings reveal that the introduction of Li+ into the ZnTiO3 system initiates a multiple phase transition, starting at x = 0.1. Initially, ilmenite ZnTiO3 transforms into a cubic ordered spinel phase (space group P4332). Subsequently, a transition to a disordered spinel phase (space group Fd-3m) occurs at x = 0.5, culminating in the formation of a monoclinic rock salt-structured Li2TiO3 phase. Significantly, two sets of ceramics with near-zero temperature coefficients of resonance frequency (τf) were obtained at x = 0.1 and 0.75. Moreover, the quality factor (Q×f) demonstrated a 4.4-fold increase compared to that of ZnTiO3 ceramics at x = 0.25 (105,013 GHz). Additionally, it was observed that the Ti4+ polarization in Zn1–xLi2xTiO3 ceramics had been underestimated by 11.3-13.3%, causing the measured dielectric constant (εr) exceeding the theoretical dielectric constant (εth). The ionic polarizability of Ti4+ was adjusted to stabilize around 3.29 Å3. Evaluation using multiple methods, including Phillips–Van Vechten–Levine theory, Raman vibrational mode analysis, bond valence, bond energy theory, and octahedral distortion, confirms that the Ti-O bonds within the octahedron predominantly affect εr, the increasing lattice energy (U) contributes to the enhancement of Q×f, and the strengthened Li-O bond energy effectively regulates τf.