Suyuan Wang
Chinese Academy of Sciences
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Publication
Featured researches published by Suyuan Wang.
Applied Physics Letters | 2001
Yong Lei; Lide Zhang; Guozhe Meng; Guihua Li; Xuetong Zhang; C. H. Liang; Weichao Chen; Suyuan Wang
Highly ordered TiO2 nanowire (TN) arrays were prepared in anodic alumina membranes (AAMs) by a sol-gel method. The TNs are single crystalline anatase phase with uniform diameters around 60 nm. At room temperature, photoluminescence (PL) measurements of the TN arrays show a visible broadband with three peaks, which are located at about 425, 465, and 525 nm that are attributed to self-trapped excitons, F, and F+ centers, respectively. A model is also presented to explain the PL intensity drop-down of the TN arrays embedded in AAMs: the blue PL band of AAMs arises from the F+ centers on the pore walls, and the TNs first form in the center area of the pores and then extend to the pore walls.
CrystEngComm | 2013
Junyan Xu; L. Li; Suyuan Wang; Huaiyu Ding; Yunxia Zhang; Guanghai Li
The influence of Sb doping on the structural and optical properties of the SnO2 nanocrystals and films were investigated. An unusual enhancement in near infrared absorption was found in the SnO2 nanocrystals with increasing Sb doping content, and the maximum absorption shifted to shorter wavelength.
Applied Physics Letters | 2010
Shusheng Pan; Yuhang Tian; Yunfei Luo; Yunxia Zhang; Suyuan Wang; Guanghai Li
We report the UV photoluminescence properties of SnO2 nanocrystalline films. A free exciton decay centered at 3.7 eV and a strong surface localized exciton emission peak at 3.3 eV have been observed at room temperature. The peak energy of the surface localized exciton emission exhibits a redshift with increasing temperature and a blueshift with increasing excitation intensity. The surface localized exciton emission is considered to originate from the radiative recombination of exciton within the surface region of SnO2 nanocrystals. The surface defects and local disorder are believed to be responsible for the formation of band tail states at the conduction band and potential well within the band tails.
Optical Materials Express | 2015
Jun Zheng; Suyuan Wang; Tianwei Zhou; Yuhua Zuo; Buwen Cheng; Qiming Wang
Magnetron sputtering was successfully used to grow single-crystalline Ge1-x-ySixSny ternary alloys on Si (100) substrates. The lattice constants of the alloys were calculated by X-ray diffraction and corrected Vegard’s law, respectively, showing that the corrected Vegard’s law is suitable for the Ge1-x-ySixSny lattice constants. Thermal stability investigations showed that the Ge0.85Si0.051Sn0.099 alloy was stable at 500 °C. The Ge1-x-ySixSny can maintain good crystalline quality under moderate annealing temperature, with no indication of phase segregation or Sn precipitation. Optical absorption measurements were carried out at room temperature to determine the band gap energies of the Ge1-x-ySixSny alloys. These results suggest that magnetron sputtering is an effective alternative method to grow Ge1-x-ySixSny alloys for fabrication of novel devices.
IEEE Electron Device Letters | 2015
Jun Zheng; Suyuan Wang; Xu Zhang; Zhi Liu; Chunlai Xue; CChuanbo Li; Yuhua Zuo; Buwen Cheng; Qiming Wang
A single-crystalline Ge0.86Si0.07Sn0.07 alloy was grown on double Ge1− x Sn x and Ge buffers on Si (100) using magnetron sputtering. The temperature-dependent contact resistivity (
IEEE Electron Device Letters | 2015
Jun Zheng; Suyuan Wang; Xu Zhang; Zhi Liu; Chunlai Xue; CChuanbo Li; Yuhua Zuo; Buwen Cheng; Qiming Wang
\rho _{\mathrm {c}})
international workshop on junction technology | 2016
Suyuan Wang; Jun Zheng; Chunlai Xue; Chuanbo Li; Yuhua Zuo; Buwen Cheng; Qiming Wang
of Ni/p-type Ge0.86Si0.07Sn0.07 structure was investigated in detail. Good ohmic contacts with
AIP Advances | 2015
Suyuan Wang; Jun Zheng; Chunlai Xue; Chuanbo Li; Yuhua Zuo; Buwen Cheng; Qiming Wang
\rho _{\mathrm {c}}
Chemistry of Materials | 2012
Hualin Ding; Yunxia Zhang; Suyuan Wang; Junyan Xu; Sichao Xu; Guanghai Li
of
Analyst | 2013
Sichao Xu; Yunxia Zhang; Yunfei Luo; Suyuan Wang; H. Ding; Junyan Xu; Guanghai Li
\sim 1.96 \times 10^{\mathrm {-6}}\Omega \cdot {\rm cm}^{\mathrm {-2}}