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Online since: April 2015
Authors: Wei Chen, Jian Guo Zhu, Gui Lan Chai
Gell, Materials Science and Engineering: A, 342 (2003) 120-130
Munz, Materials Science and Engineering: A, 333 (2002) 351-360
Petrus, Materials Science and Engineering: A, 245 (1998) 182-190
Gell, Materials Science and Engineering: A, 419 (2006) 50-58
Dubois, Materials & Design, 31 (2010) 772-781.
Munz, Materials Science and Engineering: A, 333 (2002) 351-360
Petrus, Materials Science and Engineering: A, 245 (1998) 182-190
Gell, Materials Science and Engineering: A, 419 (2006) 50-58
Dubois, Materials & Design, 31 (2010) 772-781.
Online since: April 2019
Authors: Roslan Abd-Shukor, Mahmood Ghoranneviss, Maryam Ranjbar Ghazeian
Introduction
The TlSr2CaCu2O7 (Tl-1212) is an interesting superconducting material.
Tee, Effectiveness of Bi Versus Pb on the Superconducting Properties ofthe TlSr2CaCu2O7 (1212) Phase, Journal of Materials Science Letters 17 (1998) 103-106
Quah, Superconductivity of 1212-Type Phase TlSr2(Ca,Cr)Cu2O7 and TlSr2(Sr,Tm)Cu2O7, Materials Science Engineering B23 (1994) 54-57
Lee, Superconducting properties of 1212 phase in (Tl,M)Sr2(Ca1-xCrx)Cu2O7 (M =Ce and Zr) compound, Materials Science: Material in Electronics 9 (1998) 99-102
Tiew, Superconductivity in the chromium-doped Tl-1212 phase (Tl0.8M0.2)Sr2(Ca1-xCrx)Cu2O7 (M = Bi and In), Materials Science: Material in Electronics 10 (1999) 109-122
Tee, Effectiveness of Bi Versus Pb on the Superconducting Properties ofthe TlSr2CaCu2O7 (1212) Phase, Journal of Materials Science Letters 17 (1998) 103-106
Quah, Superconductivity of 1212-Type Phase TlSr2(Ca,Cr)Cu2O7 and TlSr2(Sr,Tm)Cu2O7, Materials Science Engineering B23 (1994) 54-57
Lee, Superconducting properties of 1212 phase in (Tl,M)Sr2(Ca1-xCrx)Cu2O7 (M =Ce and Zr) compound, Materials Science: Material in Electronics 9 (1998) 99-102
Tiew, Superconductivity in the chromium-doped Tl-1212 phase (Tl0.8M0.2)Sr2(Ca1-xCrx)Cu2O7 (M = Bi and In), Materials Science: Material in Electronics 10 (1999) 109-122
Online since: May 2023
Authors: Prin Nachaisit, Niwat Ketchat, Pilin Hankhuntod, Bundit Krittacom
Experimental and Material
Materials.
Gypsum plaster (GP) Type 1, coconut fiber (CF), and water hyacinth fiber (WHF) were the materials used to generate the gypsum board [1].
Krittacom, Microstructure and Mechanical Properties of Gypsum Board Produced from Water Hyacinth Fiber, Materials Science Forum, 1085, 119-126 (2022)
Suntijitto, Properties of natural fiber cement materials containing coconut coir and oil palm fiber for residential building applications, Construction and Building Materials 95, 664-669 (2015)
Sangchot, Energy balance in Al-Co open-celled foam of transpiration cooling, Applied Mechanics and Materials, 575, 41-45 (2014)
Gypsum plaster (GP) Type 1, coconut fiber (CF), and water hyacinth fiber (WHF) were the materials used to generate the gypsum board [1].
Krittacom, Microstructure and Mechanical Properties of Gypsum Board Produced from Water Hyacinth Fiber, Materials Science Forum, 1085, 119-126 (2022)
Suntijitto, Properties of natural fiber cement materials containing coconut coir and oil palm fiber for residential building applications, Construction and Building Materials 95, 664-669 (2015)
Sangchot, Energy balance in Al-Co open-celled foam of transpiration cooling, Applied Mechanics and Materials, 575, 41-45 (2014)
Online since: November 2011
Authors: Raynald Gauvin, Daniel Larouche, Carl Blais, Franck Armel Tchitembo Goma, Julien Boselli, Alexandre Bois-Brochu
Vol. 2. 1990, Materials Park: ASM International
Materials Science and Engineering: A, 1998. 257(1): p. 100-107
Journal of Materials Processing Technology, 2005. 159(3): p. 369-376
Vol. 9. 2004, Materials Park: ASM International
Materials Science and Engineering: A, 1998. 257(1): p. 153-164
Materials Science and Engineering: A, 1998. 257(1): p. 100-107
Journal of Materials Processing Technology, 2005. 159(3): p. 369-376
Vol. 9. 2004, Materials Park: ASM International
Materials Science and Engineering: A, 1998. 257(1): p. 153-164
Online since: September 2005
Authors: P. Mazur, Stanislaw Gierlotka, Dariusz Hreniak, Wiesław Stręk, Robert Fedyk, Witold Łojkowski
Fedyk2
1
Institute of Low Temperature and Structure Research, Polish Academy of Sciences, Okolna 2,
50-422 Wrocław, Poland
2
High Pressure Research Center, Polish Academy of Science, ul.
The influence of particle size on the optical properties of semiconducting materials is well known.
Jaccard has reported on the size-effect in semiconducting particles and also in ferroelectric materials [7].
Recently the effect of size on the luminescence of rare-earth doped nanostructured materials has been widely investigated [13,14,15,16].
Bettinelli, Journal of Materials Research Vol. 19 (2004), p. 3398 [17] J.
The influence of particle size on the optical properties of semiconducting materials is well known.
Jaccard has reported on the size-effect in semiconducting particles and also in ferroelectric materials [7].
Recently the effect of size on the luminescence of rare-earth doped nanostructured materials has been widely investigated [13,14,15,16].
Bettinelli, Journal of Materials Research Vol. 19 (2004), p. 3398 [17] J.
Online since: January 2012
Authors: Jun Ying Hou
Research on crafts of Ni-P-Al2O3-SiO2 electroless composite plating
Junying Hou a
Shandong Provincial Key Laboratory of Polymer Material Advanced Manufacturing Technology, Qingdao University of Science and Technology, Qingdao 266061, P.
In general the size of bonding strength between nonmetal matrix materials and composite coatings is decided by Van Der Waals and the roughness of nonmetal coatings.
To compare with metal matrix, the bonding strength between nonmetal matrix materials and coatings is smaller one magnitude.
The bonding strength between metal matrix materials and coatings is large, moreover the more lustre of the coatings is the better bonding strength is.
Chinese Nonferrous Metals Journal, 2004,14(1): 64~68 [3] L.H.Qian,X.M.Huang,Y.C.Wu,et al.
In general the size of bonding strength between nonmetal matrix materials and composite coatings is decided by Van Der Waals and the roughness of nonmetal coatings.
To compare with metal matrix, the bonding strength between nonmetal matrix materials and coatings is smaller one magnitude.
The bonding strength between metal matrix materials and coatings is large, moreover the more lustre of the coatings is the better bonding strength is.
Chinese Nonferrous Metals Journal, 2004,14(1): 64~68 [3] L.H.Qian,X.M.Huang,Y.C.Wu,et al.
Online since: September 2013
Authors: Li Ping Yang, Chen Qiang, Yuan Wei, Dong Sheng Jiang, Jian Dong Lu, Gai Mei Zhang
To ensure the quality of products, the requirements of testing accuracy is higher and higher and the traditional testing techniques have been unable to meet the needs of the new materials research.
Scanning Probe Microscopy for Materials Science, 2007, 59(1): 23~29 [5] C.
Zhao., Quantitative measurement of nanomechanical properties in composite materials (M), Stony Brook University, 2010.5 [8] H.J.
Contact stiffness of layered materials for ultrasonic Atomic force microscopy.
Journal of Applied Physics. 2000, 87(10):7491~7496.
Scanning Probe Microscopy for Materials Science, 2007, 59(1): 23~29 [5] C.
Zhao., Quantitative measurement of nanomechanical properties in composite materials (M), Stony Brook University, 2010.5 [8] H.J.
Contact stiffness of layered materials for ultrasonic Atomic force microscopy.
Journal of Applied Physics. 2000, 87(10):7491~7496.
Online since: June 2013
Authors: Shan Feng Hu, Hong Bing Zhu, Yu Wang
Soil erosion can make the bare rock quickly formed and extended, and meanwhile the formation of loose debris mudslides also formed the material basis.
Acknowledgements This work was financially supported by the National Natural Science Foundation of China (41071327).
[2] Wenhai Hu and Lailin Hu: Journal of Mountain Science, Vol.18(2000) No.6,p.576-579.
[3] Qiao Cen and Yuli Huang: Journal of Chengdu University (Natural Science Edition), Vol.30 (2011) No.1,p.93-95.
[9] Shanfeng Hu and Liping Qian: Journal of Caohu University, Vol.13(2011) No.3,p.85-89.
Acknowledgements This work was financially supported by the National Natural Science Foundation of China (41071327).
[2] Wenhai Hu and Lailin Hu: Journal of Mountain Science, Vol.18(2000) No.6,p.576-579.
[3] Qiao Cen and Yuli Huang: Journal of Chengdu University (Natural Science Edition), Vol.30 (2011) No.1,p.93-95.
[9] Shanfeng Hu and Liping Qian: Journal of Caohu University, Vol.13(2011) No.3,p.85-89.
Online since: August 2014
Authors: Tao Hu, Jian Jun Yang, Jie Yao
Evidence Theory and Evidence Dependence
Concepts in Evidence Theory
In evidence theory, evidence is not any physical material, but a form of knowledge and experience and the result of observation and research regarding any specific issue.
Chinese Journal of Computers, 1999,22(9):1004-1007
Journal of Management Sciences in China, 2003,6(5):12-16
Journal of Tsinghua University(Science and Technology), 2011,51(11):1611-1615
Chengdu: University of Electronic Science and Technology of China,2011
Chinese Journal of Computers, 1999,22(9):1004-1007
Journal of Management Sciences in China, 2003,6(5):12-16
Journal of Tsinghua University(Science and Technology), 2011,51(11):1611-1615
Chengdu: University of Electronic Science and Technology of China,2011
Online since: September 2018
Authors: Oluwole Daniel Makinde, Raseelo Joel Moitsheki, Nkejane Fallo
Pandey, A comparative thermal analysis of pin fins for improved heat transfer in
forced convection, Materials Today: Proceedings, 5: 1711-1717, 2018
Kiris, n-Dimensional differential transformation method for solving PDEs, International Journal of Computer Mathematics, 82(3): 369-380, 2005
Asghari-Larimi, Three-dimensional differential transform method for solving nonlinear three-dimensional Volterra integral equations, The Journal of Mathematics and Computer Science, 2: 246-256, 2012
Tabatabaei, The differential transform method for solving heat-like and wave-like equations with variable coefficients, Turkish Journal of Physics, 36(1): 87-98, 2012
Makinde: Entropy generation minimization design of a two-dimensional orthotropic convection pin fin, International Journal of Exergy, 7 (5), 579-592, 2010
Kiris, n-Dimensional differential transformation method for solving PDEs, International Journal of Computer Mathematics, 82(3): 369-380, 2005
Asghari-Larimi, Three-dimensional differential transform method for solving nonlinear three-dimensional Volterra integral equations, The Journal of Mathematics and Computer Science, 2: 246-256, 2012
Tabatabaei, The differential transform method for solving heat-like and wave-like equations with variable coefficients, Turkish Journal of Physics, 36(1): 87-98, 2012
Makinde: Entropy generation minimization design of a two-dimensional orthotropic convection pin fin, International Journal of Exergy, 7 (5), 579-592, 2010