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Online since: December 2012
Authors: Soo Young Kim, Jin Woo Moon
Fig. 1.
The number of hidden layer was determined as 15 based on the Eq. 1 [7].
Number of hidden neurons = 2×number of input neurons + 1
References [1] S.H Yoon, C.S.
Bojic, Artificial neural networks for the prediction of the energy consumption of a passive solar building, Energy 25 (2000) 479–491
The number of hidden layer was determined as 15 based on the Eq. 1 [7].
Number of hidden neurons = 2×number of input neurons + 1
References [1] S.H Yoon, C.S.
Bojic, Artificial neural networks for the prediction of the energy consumption of a passive solar building, Energy 25 (2000) 479–491
Adsorption Mechanism of Humic Acid on Attapulgite Based on Stumm-Schindle Surface Complexation Model
Online since: December 2012
Authors: Nan Sun, Shui Li Yu
The stretching vibration of the water molecules (coordinated and zeolitic water) appeared at 3401 cm-1, whereas the band at 1656 cm-1 was attributed to the asymmetrical bending of the water molecules.
The band at 1198 cm-1 corresponded to the antisymmetric and symmetric modes of the Si–O–Si bridge.
The band at 479 cm-1 in the spectrum was complex and had contributions from the Si–O–Si and O’–SiO3 bending vibrations and lattice modes.
When pH=4, qe changed obviously, qe from 0.345mg/g for pH=4, I=0 to 0.580 mg/g for pH=4, I=1.
References [1] F.
The band at 1198 cm-1 corresponded to the antisymmetric and symmetric modes of the Si–O–Si bridge.
The band at 479 cm-1 in the spectrum was complex and had contributions from the Si–O–Si and O’–SiO3 bending vibrations and lattice modes.
When pH=4, qe changed obviously, qe from 0.345mg/g for pH=4, I=0 to 0.580 mg/g for pH=4, I=1.
References [1] F.
Online since: October 2007
Authors: Han Cheol Choe, William A. Brantley
Ti-6Al-4V has
much higher elastic modulus (100-120GPa) than cortical bone (10-30 GPa) [1].
The coating conditions of samples were given in Table 1.
In the figure 1, we can see that the β phase increases with addition of the amount of Nb and Ta.
Conclusions 1.
Ko : Materials Science Forum, Vol 475-479 (2005) p. 2287
The coating conditions of samples were given in Table 1.
In the figure 1, we can see that the β phase increases with addition of the amount of Nb and Ta.
Conclusions 1.
Ko : Materials Science Forum, Vol 475-479 (2005) p. 2287
Online since: September 2014
Authors: Gang Liu, Jian Long Wang, Ze Jun Tang, Yong Wu
EFFECTS OF NONCONSTANT STRAIN RATE ON FORMING LIMIT AND EFFICIENCY IN HIGH PRESSURE PNEUMATIC FORMING OF TI-ALLOY COMPONENTS
Gang Liu*1,2, Jianlong Wang1, Zejun Tang3,Yong Wu1
1.
In SPF, usually a low strain rate ranging from 0.0001s-1 to 0.001s-1 is applied, causes a low efficient producing[7].
Fig. 1 The bulging height with different internal pressure Fig. 2 The strain rate with different internal pressure 2.2.
Transactions of Nonferrous Metals Society of China, 2012: 479-484 [4] G.
Quick-plastic forming: similarities and differences with Super-Plastic forming[J]. 6th EuroSPF conference, 2008: 1-9 [8] L.
In SPF, usually a low strain rate ranging from 0.0001s-1 to 0.001s-1 is applied, causes a low efficient producing[7].
Fig. 1 The bulging height with different internal pressure Fig. 2 The strain rate with different internal pressure 2.2.
Transactions of Nonferrous Metals Society of China, 2012: 479-484 [4] G.
Quick-plastic forming: similarities and differences with Super-Plastic forming[J]. 6th EuroSPF conference, 2008: 1-9 [8] L.
Online since: February 2022
Authors: Md Mazedur Rahman, Jakiya Sultana, Md Shazzad Hossain, Muhammad Adeel
The percentage of knitwear as well as knit fabric to the total commodity export of Bangladesh [1] is represented in Figure 1.
Figure 1.
Table 1.
References [1] M.
Kalaoglu, "Analysis of the performance properties of knitted fabrics containing elastane", International Journal of Clothing Science and Technology, Vol. 28, No. 4, (2016), 463-479.
Figure 1.
Table 1.
References [1] M.
Kalaoglu, "Analysis of the performance properties of knitted fabrics containing elastane", International Journal of Clothing Science and Technology, Vol. 28, No. 4, (2016), 463-479.
Online since: January 2015
Authors: Darya Nemova, Mikhail Petrichenko, Anastasiya Kopylova, Arina Bogomolova
Figure 1.
For air = 1; – the problem parameter.
References [1] Gagarin, V.G., Kozlov, V.V., Tsykanovskiy, Ye.Yu.
Heat dissipation of Parallel plates by free Convection (1942) Physica,9, pp. 1–28
Arkhitektura i stroitelstvo, 5, pp. 476-479.
For air = 1; – the problem parameter.
References [1] Gagarin, V.G., Kozlov, V.V., Tsykanovskiy, Ye.Yu.
Heat dissipation of Parallel plates by free Convection (1942) Physica,9, pp. 1–28
Arkhitektura i stroitelstvo, 5, pp. 476-479.