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Online since: May 2013
Authors: Feng Gao, Jian Jun Zhang, Kai Cheng Qi, Peng Shang, Wei Liu
In the picture, E, N, W, AR, AL, LR, LL represent eye, neck, waist, right arm, left arm, right leg, left leg respectively.
[5] Kenji K., Kensuke H., Fumio K., Go M., and Kazuhiko A.,2008, “Humanoid Robot HRP-3” [6] Abd El-Azim, R.A., Ueno A., Tatsumi S.
[7] Kuroki Y. et al.A Small Biped Entertainment Robot Exploring Attractive Applications, IEEE Int.
[10] Xinjun Liu, Jinsong Wang, Feng Gao et al.
[5] Kenji K., Kensuke H., Fumio K., Go M., and Kazuhiko A.,2008, “Humanoid Robot HRP-3” [6] Abd El-Azim, R.A., Ueno A., Tatsumi S.
[7] Kuroki Y. et al.A Small Biped Entertainment Robot Exploring Attractive Applications, IEEE Int.
[10] Xinjun Liu, Jinsong Wang, Feng Gao et al.
Online since: April 2012
Authors: Francisco Javier Botana, J.M. Sánchez-Amaya, Z. Boukha, M.R. Amaya-Vázquez, L. González-Rovira
Sanlúcar Km 7. 11510, El Puerto de Santa María, Cádiz.
Abdolvand et al. have also recently applied a multi-pulse Nd-YAG laser to induce different textures on stainless steel samples [16].
Materials and Methods Samples of 5083 Al-Mg alloy whose size was 15x70x3 mm3, have been texturized.
Element Si Fe Cu Mn Mg Cr Pb Ti Ga V Al 5083 0.1 0.30 0.02 0.50 4.22 0.08 0.01 0.02 0.01 0.01 94.73 Table 2.
Abdolvand et al. have also recently applied a multi-pulse Nd-YAG laser to induce different textures on stainless steel samples [16].
Materials and Methods Samples of 5083 Al-Mg alloy whose size was 15x70x3 mm3, have been texturized.
Element Si Fe Cu Mn Mg Cr Pb Ti Ga V Al 5083 0.1 0.30 0.02 0.50 4.22 0.08 0.01 0.02 0.01 0.01 94.73 Table 2.
Online since: July 2015
Authors: Matteo Strano, Lionel Fourment, Lorenzo Iorio, Stephane Marie
Mathematical validation
The algorithm has been first applied for solving a problem based on a known mathematical function with 2 objective functions and 2 design variables to be minimised, proposed by Poloni et al [12].
Massé et al. [14] in a previous work.
The first author also wants to thank Fadi El Haddad for the help given during the initial development of the algorithm code.
[13] Marie Stephane et al., Inverse Analysis of Forming Processes Based on FORGE Environment, Key Engineering Materials, Vol. 611-612, 2014, pp.1494-1502 [14] T.
Massé et al. [14] in a previous work.
The first author also wants to thank Fadi El Haddad for the help given during the initial development of the algorithm code.
[13] Marie Stephane et al., Inverse Analysis of Forming Processes Based on FORGE Environment, Key Engineering Materials, Vol. 611-612, 2014, pp.1494-1502 [14] T.
Online since: March 2018
Authors: Jakrapong Kaewkhao, Natthakridta Chanthima, Thanapong Sareein, Yaowaluk Tariwong, Nisakorn W. Sangwaranatee
Concentration dependent structural, optical and luminescence investigations of Dy3+ doped Bi2O3-P2O5-Li2O-Na2O glasses reported by Damodaraiah et al. [11] Y2O3-CaO-SiO2-B2O3 glasses reported by Kesavulu et al. [12] and
P2O5-Nb2O5-K2O-Al2O3 glasses reported by Srihari and Jayasankar [13].
Jayasankar, Spectroscopic and photoluminescence properties of Sm3+ ions in Pb-K-Al-Na phosphate glasses for efficient visible lasers, J.
Damak, El.S.
Jayasankar, Spectroscopic and photoluminescence properties of Sm3+ ions in Pb-K-Al-Na phosphate glasses for efficient visible lasers, J.
Damak, El.S.
Online since: August 2019
Authors: Andriana Surleva, Veronika Ivanova
El Haddad et al. presented rapid determination of oxyhalides in the presence of inorganic anions, the method was based on separation on Metrosep column and UV-Vis detection.
Pappoe et al. studied the influence of chloride concentration on the peak shape of bromate [16].
Pappoe et al. [16] at molar ratios bromate to chloride from 1:1 to 1:30 (10 mM BrO3- and up to 300 mM Cl-).
Kruve et al. [24,25].
El Haddad, R.
Pappoe et al. studied the influence of chloride concentration on the peak shape of bromate [16].
Pappoe et al. [16] at molar ratios bromate to chloride from 1:1 to 1:30 (10 mM BrO3- and up to 300 mM Cl-).
Kruve et al. [24,25].
El Haddad, R.
Online since: October 2018
Authors: Konda Jayarami Reddy, Rama Krishna Konijeti, G. Charan Kumar, M. Narendradh Reddy
A novel approach, micro continuum theory, consisting of micropolar, microstretch, and micromorphic (3M) theories, developed by Eringen [2–5] The theory of micropolar fluids can be used to analyze the behaviors of exotic lubricants (Khonsari [6]), polymetic fluids (Hadimoto [7]), liquid crystals (Lee et al. [8]), paints, animal blood (Ariman et al. [9]), colloidal suspensions, ferro liquids etc.
Mabood et al. [10-11] explored the non-uniform heat source effects on MHD non-Darcian convective micropolar flow past a stretching sheet in presence of thermal radiation/chemical reaction.
The effects of thermal radiation on micropolar fluid embedded in porous medium by using exact analytical method was carried out by Rashidi et al. [17].
El-Arabawy, Effect of suction/injection on the flow of a micropolar fluid past a continuously moving plate in the presence of radiation, Int.
Abd-El Aziz, and Cairo, (2006), Thermal radiation effects on magnetohydrodynamic mixed convection flow of a micropolar fluid past a continuously moving semi-infinite plate for high temperature differences, Acta Mechanica, Vol.187, pp.113–127
Mabood et al. [10-11] explored the non-uniform heat source effects on MHD non-Darcian convective micropolar flow past a stretching sheet in presence of thermal radiation/chemical reaction.
The effects of thermal radiation on micropolar fluid embedded in porous medium by using exact analytical method was carried out by Rashidi et al. [17].
El-Arabawy, Effect of suction/injection on the flow of a micropolar fluid past a continuously moving plate in the presence of radiation, Int.
Abd-El Aziz, and Cairo, (2006), Thermal radiation effects on magnetohydrodynamic mixed convection flow of a micropolar fluid past a continuously moving semi-infinite plate for high temperature differences, Acta Mechanica, Vol.187, pp.113–127
Online since: February 2011
Authors: Xing Pei Liang
There are many studies of numerical integration methods to solve the oscillatory stiff problems for finite element analysis, such as two-step lambda method [1], LS integration methods [2] and generalized method [3], et. al, however, the usage of those methods mentioned above needs more modifications to the structures and codes of the finite element program, in which some strongpoints are only useful for special case.
Div Vol. 85 (1959), p. 67 [5] E.L.
Div Vol. 85 (1959), p. 67 [5] E.L.