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Saggio, Morphological and electrical properties of Nickel based Ohmic contacts formed by laser annealing process on n-type 4H-SiC, Materials Science in Semiconductor Processing, 97 (2019) 62-66
Alberti, Structural and electrical characterization of Ni-based ohmic contacts on 4H-SiC formed by solid-state laser annealing, Materials Science Forum 1062 (2022) 417-421
Michaud, Electrical, morphological and structural properties of Ti ohmic contacts formed on n-type 4H–SiC by laser thermal annealing, Materials Science in Semiconductor Processing, 151 (2022) 106983
Michaud, Optimisation of Ti Ohmic Contacts Formed by Laser Annealing on 4H-SiC, Materials Science Forum, 1062 (2022) 219-223
La Magna, Simulations of the ultra-fast kinetics in Ni-Si-C ternary systems under laser irradiation, Materials 14 (2021) 4769

When TiO2 is illuminated, the water on the surface can be decomposed into superoxidant ·OH radical, which can be used to oxidize the poison inorganic and organic materials.
Heteropoly acid loaded catalysts not only can play a synergistic effect with TiO2, but also can play the role of the doped polyaniline serve to enhance the photocatalytic activity of composite materials [6].
At the same time, their activities were compared with those of the related materials such as TiO2 or PANI/TiO2, and α-SiW11Ti/PANI/TiO2, the results were given in figure 5.
Xie, et al., The Solid-state Synthesis of Aniline H4SiW12O4 Materials, Synth.
PW12/PANI/TiO2 Nanocomposites Preparation, characterization and photocatalytic properties,.Journal of Northwest Normal University (Natural Science). 45 (2009) 63-68.

A Study of Numerical Modelling of Liquid Filler Flow within Braze Gap on Vacuum Brazing Pei-Yao Li a, Zhi-Shui Yu b School of Materials Engineering, Shanghai University of Engineering Science, Shanghai 201620, China apeiyaoli@sues.edu.cn, byu_zhishui@163.com Keywords: vacuum brazing; brazing gap filling; numerical modelling; Abstract.
Science and Technology of Welding and Joining, 2004,Vol.9(2), pp.95-102 [3] WU Chuansong, CAO zhenming, WU Lin: Acta Metallurgics Sinica, Vol.28(1992), p.B427 [4] C.S.Wu, J.Chen, Y.M.Zhang: Computational Materials Science, Vol.39(2007), p.635 [5] W.Zhang, G.G.Roy, J.W.Elmer, et al.
Journal of Applied Physics, Vol.93(2003), p.3022 [6] C.H.Kim, W.Zhang, T.DebRoy.
Materials Science and Technology, Vol.21(2005), p.880 [8] LI Ruifeng, YU Zhishui, QI Kai.
Materials Science Forum, vol. 575-78 (2008), pp.716-721 [9] S.V.Patankar, Numerical Heat Transfer and Fluid Flow, Hemisphere Publishing Corporation, New York, 1980

MonoSKO comprises Paper and Monograph, while MultiSKO consists of Journal Issue, Proceedings and Article Collections.
Applied Mechanics and Materials, Volume411-414, pp. 152-155, 2013 [4] Hao Xu, Liang Feng Sun, Mi Zou, An Ning Meng: A Survey of Scientific Metadata Schema.
Applied Mechanics and Materials, Volume411-414, pp. 349-352, 2013 [5] Hao Xu: Semantic Relationships of Scientific Discourses.
Applied Mechanics and Materials, Volume411-414, pp. 380-384, 2013 [6] Hao Xu, Yu Tao Bie: Social JLU: Towards Building Social Learning Networks.
Journal of Computational Information Systems.

These will help to process designing of unsaturated polyester resin used in advanced composite materials.
Since the mechanical properties of resin matrix composite materials are dependent on resin cure properties and cure history, the cure kinetics behavior are important for the quality control of thermosetting resin matrix composite materials.
Unsaturated polyester resin is the most extensively used in advanced composite materials.
Lee, Journal of Composite Materials, Vol.30, No.13, 1996, 1437-1457
[7] Yu Jia, Zhang Boming, Wang Dianfu, Wu Zhanjun, Aerospace Materials & Technology , Vol5, 2003,31-34

Mishnaevsky: Computational Materials Science Vol. 47(2009), p. 548 [3] Z.
Slaughter: International Journal of Solids and Structures Vol. 30(1993), p. 385 [5] H.W.
Lilholt: Journal of Materials Science Vol. 40(2005), p. 1615 [7] G.K.B.V.
Reis: Materials Research Vol. 8(2005), p. 357 [9] H.W.
Wang: Computational Materials Science Vol. 46(2009), p. 810

Nan˚Composite materials were obtained extensive attention in the frontiers of materials science and nanotechnology[1, 2].
Among biodegradable polymers, starch is one of the most promising materials owning to low cost.
Reference [1] R K Mishra, K Ramasamy, S M Lim, et al: Journal of Materials Science: Materials in Medicine.Vol.(2014),p. 1-15
[2] L M Popescu, R M Piticescu, A Antonelli, et al: Journal of Materials Science: Materials in Medicine.Vol.24( 2013),p. 2491-2503
[8] X Ma, J Yu, N Wang: Macromolecular Materials and Engineering.Vol.292(2007),p. 723-728

Experimental Study of Dynamic Development and Fractal law of Mining Rock Fracture Xiuying Liu 1, a 1Transportation and Logistics Institute, Taiyuan University of Science and Technology, Taiyuan, Shanxi, 030024, china a liuxy_dgp@sina.com Keywords: mining rock, fracture network, critical layer, fractal dimension Abstract.
This paper designs the physical model as geological conditions of XinZhi mine 2204 face of Huozhou Bureau of Mines in Shanxi province, it simulates the formation process and distribution of the mining rock fracture using simulation experiment of similar material, and researches the evolvement law of rock’s fracture network in caving zone, fractured zone using fractal geometry theory.
Similar material select quartz sand, river sand, mica aggregate, lime, gypsum, calcium carbonate cementing materials to do, take the original loess surface to be simulated, the choice to do retarder borax , borax solution access to the principle of concentration of 1.0 %.
References [1] G.X.Cui: Similarity Theory and Model Experiment (China University of mining and technology press, Chinese1990) [2] Y.M.Lin: Simulation of experimental rock mechanics (China coal industry publishing house, Chinese 1984) [3] M.G.Qian, X.X.Miu andY.B.Mao: The key layer of strata control theory (China university of mining and Technology press, Chinese 2000) [4] M.G.Qian and J.L.Xu: Journal of coal science and engineering .Vol.23 (5) (1998), p.466, in Chinese [5] H.P.Xie: Introduction to Fractal and Rock Mechanics (science press, Chinese 1996) [6] X.Y.Liu and Y.B.Zhang: Journal of Taiyuan University of technology.
Vol.35 (1) (2004), p. 29, in Chinese [7] X.D.Zhang, Z.R.Xu and J.Z.Xu:Chinese Journal of Rock Mechanics and Engineering.Vol.20(6) (2001), p. 809, in Chinese [8] G.M.

The lattice stability of Ti, Zr and Hf in an ultra-soft pseudopotential method of the first-principles Huijin TAO1, 2, a, Jian Yin3,b 1 School of Materials Science and Engineering, Central South University, Changsha, Hunan, 410083，China 2 Key Lab of Nonferrous Materials Science and Engineering, Ministry of Education，Central South University, Changsha, Hunan, 410083, China 3 State Key Laboratory of Powder Metallurgy, Central South University, Changsha, Hunan, 410083, China a thj@csu.edu.cn, b taogrp3@163.com Keywords: Ti; Zr; Hf; lattice stability; Perdew-Burke-Ernzerhof funtional; generalized gradient approximation; ultra-soft pseudo-potential Abstract.
And the assessment of relative Gibbs energy between different crystalline structures of pure elements, i.e., the lattice stability parameters, is the most important foundation of CALPHAD, the powerful tool in research and development of new materials[1,2].
Theoretically, they are the most promising methods in materials design in spite of their complication of calculations.
Li: Properties of novel materials from first principles(University of Science and Technology of China, Hefei, 2004)
Weber: Nuclear instruments and methods in physics research, section B: Beam interactions with materials and atoms Vol.228(2005) 299 [32] P.

Introduction With the rapidly increasing use of composite materials and adhesive, much attention has been paid to the interfacial crack by researchers.
The fracture of composites and bonded dissimilar materials is induced mainly form the interfacial region.
It is useful to design and manufacture composite materials for which we know the fracture behavior of their interface.
Hence, problem of interface crack in dissimilar materials is very important.
The numerical solutions are discussed in the analysis of a penny-shaped crack between two dissimilar materials [1-5].