Sort by:
Publication Type:
Open access:
Publication Date:
Periodicals:
Search results
Online since: August 2014
Authors: Hao Yu Huang, Cheng Jun Xia, Yun Zhou
References
[1] M.R and M.E El-Hawary: IEEE Transactions on Power Systems.
Vol. 03(03)(2007), p.13-18: In Chinese [7] Niknam T, Narimani M R, Aghaei J, et al: Generation, Transmission & Distribution, IET.
El-Hawary, and R.
[11] Suharto M N, Hassan M Y, Majid M S, et al: Optimal power flow solution using evolutionary computation techniques (IEEE Conference Publications, Bali 2011)
[12] Ming-Rong L, Cong-Hui H, Kuo-Kuang C, et al: Modified particle swarm optimization for non-continuous optimal power flow dispatch (IEEE Conference Publications, Tainan 2010)
Vol. 03(03)(2007), p.13-18: In Chinese [7] Niknam T, Narimani M R, Aghaei J, et al: Generation, Transmission & Distribution, IET.
El-Hawary, and R.
[11] Suharto M N, Hassan M Y, Majid M S, et al: Optimal power flow solution using evolutionary computation techniques (IEEE Conference Publications, Bali 2011)
[12] Ming-Rong L, Cong-Hui H, Kuo-Kuang C, et al: Modified particle swarm optimization for non-continuous optimal power flow dispatch (IEEE Conference Publications, Tainan 2010)
Online since: February 2017
Authors: Xi Zhu, Yue Chen, Zi Xu Zhu, Hua Dong Li
EL-SAYED S [4] established a cohesive layer model (CLD) to track debond growth at the interface and cracks kinking into the sandwich core.
More details about the mesh size of the interface element can be found in Turon et al [19].
Chu, et al.
EL-SAYED, S.
Zhang, et al.
More details about the mesh size of the interface element can be found in Turon et al [19].
Chu, et al.
EL-SAYED, S.
Zhang, et al.
Online since: February 2013
Authors: Frank Janse van Vuuren, Kristiaan Schreve, Yoon Soo Kim
Sun Tracking Tests
A conventional el-azimuth mount has a problem with tracking celestial objects which are directly overhead.
This is because an el-azimuth mount typically has a range from 0 to 90°.
The ability of a hexapod to continually track objects directly overhead is an advantage which a hexapod offers above an el-azimuth mount.
[5] Patrick M.Koch, Michael Kesteven, Hiroaki Nishioka, Homin Jiang et al.
A., & El-Hofy, H. 2008.
This is because an el-azimuth mount typically has a range from 0 to 90°.
The ability of a hexapod to continually track objects directly overhead is an advantage which a hexapod offers above an el-azimuth mount.
[5] Patrick M.Koch, Michael Kesteven, Hiroaki Nishioka, Homin Jiang et al.
A., & El-Hofy, H. 2008.
Online since: June 2025
Authors: Ahmed M.R. Fath El-Bab, Mohsen A. Hassan, Awad Megahed, Haitham Elhussieny
Fath El-Bab3,b, Haitham El Hussainy3,c, Mohsen Abdel-Naeim Hassan1,d
1Materials Science and Engineering Program, Egypt-Japan University of Science and Technology, Egypt
2Production Engineering and Mechanical Design department, Menofia University, Egypt
3Mechatronics and Robotics Engineering Department, Egypt-Japan University of Science and Technology, Egypt
aawad.youssif@ejust.edu.eg, bahmed.rashad@ejust.edu.eg, chaitham.elhussieny@ejust.edu.eg, dmohsen.khozami@ejust.edu.eg
Keywords: Damping Ratio, Hilbert Transform, Wavelet Transform, viscoelasticity
Abstract: The damping property is a material's energy dissipation capacity, indicating its ability to resist vibrations.
Ruzzene et al. have shown that wavelet analysis of free decay enables the determination of natural frequencies and damping ratios [5].
Ruzzene et al. have shown that wavelet analysis of free decay enables the determination of natural frequencies and damping ratios [5].
Online since: September 2013
Authors: Mei Zhang, Jun Zhang, Tao Wang, Zi Wan, Yu Xiang Ning
Table 1 Comparison of chemical compositions of 800MPa grade steels (in mass%)
Steel
C
Si
Mn
P
S1)
Al
Ti2)
Nb
CP800T1)
0.07
0.57
1.70
0.012
0.002
0.035
0.12
0.003
CP8001)
0.06
0.45
1.71
0.003
0.004
0.034
0.11
-
CP800S2)
0.08
0.48
1.88
0.018
0.0004
0.063
0.14
0.05
S700MC
0.06
0.12
1.92
0.017
0.006
0.042
0.10
0.057
Note:
1) With Cr addition not more than 0.40%
2) With Mo(0.14%), B(0.0008) addition
Microstructure observation.
Table 2 Comparison of mechanical properties of 800MPa grade steels Steel TS/MPa YS/MPa EL in 80mm/% CP800T 871 750 17 CP800S 819 725 17 CP800 820 745 16 S700MC 875 850 13 S700MC has the largest tensile strength (TS), yield strength (YS), and the smallest elongation (EL).
All of the 3 kinds of CP800 steels show very good TS and EL balance.
Table 2 Comparison of mechanical properties of 800MPa grade steels Steel TS/MPa YS/MPa EL in 80mm/% CP800T 871 750 17 CP800S 819 725 17 CP800 820 745 16 S700MC 875 850 13 S700MC has the largest tensile strength (TS), yield strength (YS), and the smallest elongation (EL).
All of the 3 kinds of CP800 steels show very good TS and EL balance.
Online since: November 2010
Authors: Tetsuya Tagawa, Yoichi Kayamori, Takehiro Inoue
BS7448-CTOD is a kind of CMOD-based geometric CTOD, δCMOD, and is
given by the following BS7448 equation [1], where δCMOD,el is the elastic part of δCMOD, δCMOD,pl is the
plastic part of δCMOD, K is the stress intensity factor, ν is Poisson's ratio, E is Young's modulus, σys is
the 0.2% offset yield strength, rpl is the plastic rotational factor, Vpl is the plastic part of clip gauge
opening displacement, a is the crack length, b is the uncracked ligament width and z is the distance of
the knife edge measurement point from the front face on Single Edge-notch Bend (SE(B)) specimens.
( ) zabr Vbr E2 1K pl plpl ys 2 2 pl,CMOD el,CMOD CMOD ++ + − =+= σ ν δ δδ (1) J-Conversion CTOD.
ASTM E1290-CTOD is a sort of J-conversion CTOD, δJ, and is given by the following ASTM E1290 equation [3], where J is the J-integral, σY is the effective yield strength given by the average of σys and the ultimate tensile strength, σuts, δJ,el is the elastic part of δJ, δJ,pl is the plastic part of δJ, Jel is the elastic part of J, Jpl is the plastic part of J, Apl is the plastic area under the plot of load, P, versus clip gauge opening displacement, B is the specimen thickness and α is the correction factor
The critical values of δCMOD and δJ were evaluated by Eqs. (1) and (2), respectively, where modified rpl was calculated for a/W<0.45 according to Kirk et al. [9].
( ) zabr Vbr E2 1K pl plpl ys 2 2 pl,CMOD el,CMOD CMOD ++ + − =+= σ ν δ δδ (1) J-Conversion CTOD.
ASTM E1290-CTOD is a sort of J-conversion CTOD, δJ, and is given by the following ASTM E1290 equation [3], where J is the J-integral, σY is the effective yield strength given by the average of σys and the ultimate tensile strength, σuts, δJ,el is the elastic part of δJ, δJ,pl is the plastic part of δJ, Jel is the elastic part of J, Jpl is the plastic part of J, Apl is the plastic area under the plot of load, P, versus clip gauge opening displacement, B is the specimen thickness and α is the correction factor
The critical values of δCMOD and δJ were evaluated by Eqs. (1) and (2), respectively, where modified rpl was calculated for a/W<0.45 according to Kirk et al. [9].
Online since: July 2011
Authors: Ling Kun Chen, Huan Tang, Hui Wang, Biao Zhou
The Dynamic Analysis Model of LRB
Nonlinear Simulation for hysteretic curve of LRB
Many experiments results indicate that load-deformation relationship of LRB is nonlinear, Wen et al [5] presented differential hysteretic resorting force model by research on dynamic hysteretic characteristics of structure.
In this paper, El Centro, Taft and Parkfield wave are used to calculate the responses of bridge system, length of be confined to, the paper list only the computation results of seismic ground motions of El Centro earthquake.
Length of be confined,the paper list only the computation results of seismic ground motions of El Centro earthquake input.
In this paper, El Centro, Taft and Parkfield wave are used to calculate the responses of bridge system, length of be confined to, the paper list only the computation results of seismic ground motions of El Centro earthquake.
Length of be confined,the paper list only the computation results of seismic ground motions of El Centro earthquake input.
Online since: April 2020
Authors: Bauyrzhan Rakhadilov, Dosym Erbolatuly, Zhuldyz Sagdoldina, Dastan Buitkenov
Rakhadilov, Investigation of formation the Ti–Al intermetallic compounds on the surface of TiAl(γ) alloy, Tsvetnye Metally. 1 (2017) 54-59
EL-Raghy, Processing and mechanical properties of Ti3SiC2, J.
Barsoum, El-Raghy T., Radovic M.: Interceram., 49, 2000, 4: 226
El-Raghy, The MAX Phases, Unique New Carbide and Nitride Materials, American Scientist. 89 (2001) 334-343.
EL-Raghy, Processing and mechanical properties of Ti3SiC2, J.
Barsoum, El-Raghy T., Radovic M.: Interceram., 49, 2000, 4: 226
El-Raghy, The MAX Phases, Unique New Carbide and Nitride Materials, American Scientist. 89 (2001) 334-343.