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Wie Zhou,Xiaoxia Zhong,Luqi Yaun,Qiwei Shu,Xiaochen Wu,Yuxing Xia 한국물리학회 2006 THE JOURNAL OF THE KOREAN PHYSICAL SOCIETY Vol.49 No.5I
Titanium-oxide (TiO2) thin films were deposited on unheated (111)-Si substrates by reactive dc magnetron sputtering with a substrate bias voltage of .100 V. A pure metallic titanium target was sputtered in a mixture of argon and oxygen. The structure and the optical properties of the deposited films were studied by changing the value of the total sputtering pressure. X-ray diffraction patterns show the following features: (a) only one wide rutile (110) diffraction peak was observed at a total sputtering pressure of 0.3 Pa; (b) no diffraction peak was observed at 1.2 Pa, implying an amorphous phase; (c) a TiO2 film with a pure anatase phase was obtained at 3.6 Pa, and the dominant diffraction was from the anatase (101) planes. The surface morphology was characterized with atomic force microscopy, and the roughness of the surface was found to increase with the crystal size derived from the XRD data. The optical constants were determined by using spectroscopic ellipsometry. The film deposited at 0.3 Pa, a rutile phase, possessed both a high refractive index and a low extinction coefficient. The value of the optical bandgap for the deposited on films in this experiment was much higher than the reported experimental and theoretical values.D
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Accuracy evaluation of 3D time-domain Green function in infinite depth
Zhang Teng,Zhou Bo,Li Zhiqing,Han Xiaoshuang,Gho Wie Min 대한조선학회 2021 International Journal of Naval Architecture and Oc Vol.13 No.1
An accurate evaluation of three-dimensional (3D) Time-Domain Green Function (TDGF) in infinite water depth is essential for ship’s hydrodynamic analysis. Various numerical algorithms based on the TDGF properties are considered, including the ascending series expansion at small time parameter, the asymptotic expansion at large time parameter and the Taylor series expansion combines with ordinary differential equation for the time domain analysis. An efficient method (referred as “Present Method”) for a better accuracy evaluation of TDGF has been proposed. The numerical results generated from precise integration method and analytical solution of Shan et al. (2019) revealed that the “Present method” provides a better solution in the computational domain. The comparison of the heave hydrodynamic coefficients in solving the radiation problem of a hemisphere at zero speed between the “Present method” and the analytical solutions proposed by Hulme (1982) showed that the difference of result is small, less than 3%.
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