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Online since: November 2013
Authors: Mohammad Abdul Alim, Rahman Saidur, Mohammad Alam Khairul, Zainul Abdin, Nasrudin Abd Rahim
These nanofluids were used with different nanoparticle volume fractions in the range of 1% to 4%.
The result obtained from the analyses is depicted in Fig 1.
Efficiency was calculated by using Eq. (5) and Tables 1.
References [1] K.
Chen, Disinfection of Municipal Wastewater Using ZnO Nanofluids, Advanced Materials Research. 651 (2013) 474-479
The result obtained from the analyses is depicted in Fig 1.
Efficiency was calculated by using Eq. (5) and Tables 1.
References [1] K.
Chen, Disinfection of Municipal Wastewater Using ZnO Nanofluids, Advanced Materials Research. 651 (2013) 474-479
Online since: October 2010
Authors: Xi Hong Li, Ya Ge Xing, Wei Li Li, Pei Pei Zhang
Much interest in alternative antimicrobial agents, such as inorganic materials, has been rising due to the spread of antibiotic resistant infections [1].
The test film was placed in a sterilized flask containing 1 ml E. coli culture diluted with 99 ml the compounds of sterilized distilled H2O2 and phosphate buffer (4.5, 7.0, 8.0).
Results and Discussion Fig. 1 shows that the blank PVC film itself did not inactivate E. coli during the experiment.
References [1] F.
Journal of Nanoparticle Research (2007), 9, 479–489
The test film was placed in a sterilized flask containing 1 ml E. coli culture diluted with 99 ml the compounds of sterilized distilled H2O2 and phosphate buffer (4.5, 7.0, 8.0).
Results and Discussion Fig. 1 shows that the blank PVC film itself did not inactivate E. coli during the experiment.
References [1] F.
Journal of Nanoparticle Research (2007), 9, 479–489
Online since: September 2011
Authors: Ning Wen, Yuan Fu Yi, Bin Deng, Long Quan Shao, Qi Liu, Chen Hu
Table 1.
The flexural strengths of Y-TZP after different surface treatments can be seen in Table 1.
The shear strength of Y-TZP without any treatments is lower (16.39±1.16MPa).
References [1] M.N.
Vol.89 (2003), p:479
The flexural strengths of Y-TZP after different surface treatments can be seen in Table 1.
The shear strength of Y-TZP without any treatments is lower (16.39±1.16MPa).
References [1] M.N.
Vol.89 (2003), p:479
Online since: September 2014
Authors: Mohd Shariff Azmi, Mohd Azmi Bustam, Mee Kee Wong
Raman spectra of the aqueous MEA obtained are presented in Fig 1(a) for the range from 300 cm-1 to 1800 cm-1 and Fig 1(b) from 2700 cm-1 to 3100 cm-1.
Intensity of bands at 417 cm-1, 578 cm-1, 627 cm-1, 750 cm-1 and 1162 cm-1 are found to be not sensitive to MEA concentration, hence these bands are isolated from analysis.
(b) (a) Fig. 1 Raman spectra of water (red) and 99% MEA solution with NaClO4 internal standard (blue) in the range from (a) 300 cm-1 to 1800 cm-1 (b) 2700 cm-1 to 3100 cm-1 Fig. 2 Raman spectrum of aqueous MEA solutions after baseline correction.
(1) where AR is A1460/A933 Table 1: List of potential peaks and evaluation for quantitative measurement Peak center [cm-1] Description Suitable for quantitative measurement 417 Very weak No 481 Weak and overlap with peak at 479 is indistinctive at low concentration No 845 Sufficiently strong with progressive band growth Yes 873 Sufficiently strong with progressive band growth Yes 1030 Very weak at low concentration No 1070 Intensity change with MEA concentration variation is insignificant No 1103 Intensity change with MEA concentration variation is insignificant No 1259 Weak and overlapping peaks of 1259 cm-1, 1303 cm-1 and 1352 cm-1 are not distinctive at low concentration No 1303 Weak and overlapping peaks of 1259 cm-1, 1303 cm-1 and 1352 cm-1 are not distinctive at low concentration No 1352 Weak and overlapping peaks of 1259 cm-1, 1303 cm-1 and 1352 cm-1 are not distinctive at low concentration No 1460 Strong with progressive band growth Yes 1596 Weak and broad No 2866 Strong
References [1] M.
Intensity of bands at 417 cm-1, 578 cm-1, 627 cm-1, 750 cm-1 and 1162 cm-1 are found to be not sensitive to MEA concentration, hence these bands are isolated from analysis.
(b) (a) Fig. 1 Raman spectra of water (red) and 99% MEA solution with NaClO4 internal standard (blue) in the range from (a) 300 cm-1 to 1800 cm-1 (b) 2700 cm-1 to 3100 cm-1 Fig. 2 Raman spectrum of aqueous MEA solutions after baseline correction.
(1) where AR is A1460/A933 Table 1: List of potential peaks and evaluation for quantitative measurement Peak center [cm-1] Description Suitable for quantitative measurement 417 Very weak No 481 Weak and overlap with peak at 479 is indistinctive at low concentration No 845 Sufficiently strong with progressive band growth Yes 873 Sufficiently strong with progressive band growth Yes 1030 Very weak at low concentration No 1070 Intensity change with MEA concentration variation is insignificant No 1103 Intensity change with MEA concentration variation is insignificant No 1259 Weak and overlapping peaks of 1259 cm-1, 1303 cm-1 and 1352 cm-1 are not distinctive at low concentration No 1303 Weak and overlapping peaks of 1259 cm-1, 1303 cm-1 and 1352 cm-1 are not distinctive at low concentration No 1352 Weak and overlapping peaks of 1259 cm-1, 1303 cm-1 and 1352 cm-1 are not distinctive at low concentration No 1460 Strong with progressive band growth Yes 1596 Weak and broad No 2866 Strong
References [1] M.
Online since: June 2017
Authors: Jiu Zhou Zhao, Xing Zhong Zhang, Hua Gui Huang, Li Shen, Qing Liang Wang
The boride distributions in the produced AlB2-type Al-B alloy melts are shown in Fig. 1.
AlB12 Fig.1 Boride distributions in the AlB2-type Al-B alloy melts produced by (a) the “immersion” method and (b) the “vortex” method.
The measured average diameters of AlB12 particles in the prepared AlB12-type Al-B alloys are listed in Table 1.
References [1] Y.H.
Mater. 15(2000) 473-479
AlB12 Fig.1 Boride distributions in the AlB2-type Al-B alloy melts produced by (a) the “immersion” method and (b) the “vortex” method.
The measured average diameters of AlB12 particles in the prepared AlB12-type Al-B alloys are listed in Table 1.
References [1] Y.H.
Mater. 15(2000) 473-479
Online since: October 2009
Authors: T. Dzigrashvili, Tamaz Eterashvili, M. Vardosanidze
Let us consider them separately.
1.
Plane of twinning for both twins is (1 1 1), direction of trace, [62 4], and the zone axis of the respective electron diffraction pattern, [51 8]. 4.
Conclusions 1.
References [1] C.
Switzerland v. 479, (2005), pp.41454148)
Plane of twinning for both twins is (1 1 1), direction of trace, [62 4], and the zone axis of the respective electron diffraction pattern, [51 8]. 4.
Conclusions 1.
References [1] C.
Switzerland v. 479, (2005), pp.41454148)
Online since: June 2013
Authors: Damien Soulat, Philippe Boisse, Jerome Vilfayeau, David Crépin, François Boussu
Basic motions of the weaving process
Figure 1.
The fabric forming zone (see Figure 1 (a)) can be described by these three main steps : ñ Step 1 : Selection of each heddles involving the motion of warp yarns into two positions (up or down) (see Figure 1(b)).
Composites B 2002;33(1):45-56
Wu, Three-dimensional exact modeling of geometric and mechanical properties of woven composites, Acta Mechanica Solida Sinica 22 (2009) 479 – 486
Textile Research Journal 81(1) 28–41, 2011
The fabric forming zone (see Figure 1 (a)) can be described by these three main steps : ñ Step 1 : Selection of each heddles involving the motion of warp yarns into two positions (up or down) (see Figure 1(b)).
Composites B 2002;33(1):45-56
Wu, Three-dimensional exact modeling of geometric and mechanical properties of woven composites, Acta Mechanica Solida Sinica 22 (2009) 479 – 486
Textile Research Journal 81(1) 28–41, 2011
Online since: July 2007
Authors: Juan Daniel Muñoz-Andrade
Muñoz-Andrade1,2, a
1
Departamento de Materiales, División de Ciencias Básicas e Ingeniería, Universidad Autónoma
Metropolitana Unidad Azcapotzalco, Av.
These interesting similarities are shown in the Fig. 1, [8-9].
Here, the slope associated with a similar relationship to de equation (1) is H=ξ=4.492x10-3 s-1.
References [1] J.
Forum Vols. 475-479 (2005) 3013-3016
These interesting similarities are shown in the Fig. 1, [8-9].
Here, the slope associated with a similar relationship to de equation (1) is H=ξ=4.492x10-3 s-1.
References [1] J.
Forum Vols. 475-479 (2005) 3013-3016