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Online since: June 2014
Authors: Narahari Marneni, Anis Shuib, Suhaib Umer Ilyas, Rajashekhar Pendyala
Fig. 1 represents effective density of Al2O3/water nanofluid with different particle volume fractions.
Table 1 represents the effect of particle concentration on effective viscosity.
Lett. 479 (2009), 264-269
Fund. 1 (1962) 187-191
(Hindawi Publishing Corporation), 172085 (2010) 1-4
Table 1 represents the effect of particle concentration on effective viscosity.
Lett. 479 (2009), 264-269
Fund. 1 (1962) 187-191
(Hindawi Publishing Corporation), 172085 (2010) 1-4
Online since: September 2021
Authors: Naziha Jamaludin, Dzetty Soraya Abdul Aziz, Samsudi Sakrani
A (1 x 1) cm clear glass ground edges microscope slides (1.0-1.2) mm in thickness and high purity metallic Zn powder (1 gm, 99.99%, Japan) were used as a substrate and source material, respectively.
Figure 1.
Table 1.
References [1] T.
Alloys Compd. 479 (2009) L11-L14
Figure 1.
Table 1.
References [1] T.
Alloys Compd. 479 (2009) L11-L14
Online since: April 2013
Authors: Teresa Rivas, Cristina Montojo, Ana Jesús López-Díaz, María Eugenia López de Silanes, Santiago Pozo, Maria Paula Fiorucci
The chemical methods using benzalkonium chloride (Fig. 1 E) and water:ethanol 1:1 (v/v) are the least effective methods; in these surfaces, a lot of biological remains are observed on the granite.
The most characteristic peaks of the crust are those around 1200-1700 cm-1, assigned as ester groups (1200 cm-1), C-N functional group (1300 cm-1), C=C link (1500-1650 cm-1, also considered indicative of chromophores of chlorophyll following [17]), ester, aldehyde and ketone groups (1600 cm-1) and C-H group (2890 and 2920 cm-1).
Table 1.
References [1] T.
El-Gohary: Experimental tests used for treatment of red weathering crusts in disintegrated granite – Egypt, Journal of Cultural Heritage 10 (2009) pp. 471-479
The most characteristic peaks of the crust are those around 1200-1700 cm-1, assigned as ester groups (1200 cm-1), C-N functional group (1300 cm-1), C=C link (1500-1650 cm-1, also considered indicative of chromophores of chlorophyll following [17]), ester, aldehyde and ketone groups (1600 cm-1) and C-H group (2890 and 2920 cm-1).
Table 1.
References [1] T.
El-Gohary: Experimental tests used for treatment of red weathering crusts in disintegrated granite – Egypt, Journal of Cultural Heritage 10 (2009) pp. 471-479
Online since: March 2007
Authors: Koshiro Aoki, Akira Azushima
The minimum ferrite
grain size obtained by the new TMCP is less than 1µm.
In Japan, the study of this process started by Kudo [1] in 1974.
References [1] H.
Aoki: Annals of CIRP, 51/1(2002), p.227 [10] K.
Kondo: Material Science Forum, Vols.475-479 (2004), p.245 [15] K.
In Japan, the study of this process started by Kudo [1] in 1974.
References [1] H.
Aoki: Annals of CIRP, 51/1(2002), p.227 [10] K.
Kondo: Material Science Forum, Vols.475-479 (2004), p.245 [15] K.
Online since: May 2005
Authors: Frank Vollertsen, Claus Thomy
coil
core
Fig. 1.
B = 0 mT f = 0 s-1 B = 40 mT f = 8 s-1 B = 60 mT f = 12 s-1 Fig. 4.
flux density 30 mT 12 s-1 40 mT 12 s-1 50 mT 12 s-1 60 mT 12 s-1 0 mT 0 s-1 field frequency beam power (cw-CO2-Laser) = 5 kW welding speed = 7.8 m/min shielding gas = 20 l/min He coaxial coil 50 mT 0 s-1 50 mT 5 s-1 50 mT 10 s-1 50 mT 15 s-1 Fig. 5.
In: Trans. of JWRI, 7 (1978) 1, 111-127
B, 12B (1981) 9, 479-486
B = 0 mT f = 0 s-1 B = 40 mT f = 8 s-1 B = 60 mT f = 12 s-1 Fig. 4.
flux density 30 mT 12 s-1 40 mT 12 s-1 50 mT 12 s-1 60 mT 12 s-1 0 mT 0 s-1 field frequency beam power (cw-CO2-Laser) = 5 kW welding speed = 7.8 m/min shielding gas = 20 l/min He coaxial coil 50 mT 0 s-1 50 mT 5 s-1 50 mT 10 s-1 50 mT 15 s-1 Fig. 5.
In: Trans. of JWRI, 7 (1978) 1, 111-127
B, 12B (1981) 9, 479-486
Online since: December 2007
Authors: Zhan Qiang Liu, Xiao Hong Suo
Suo
1,a and Z.Q.
The trends of SFLP are shown in Fig.1.
The formulation of the DFLP is given below. 1 ( 1) 1 1 Min DFLP = SFLP( ) T T t t t t t A − + = = +∑ ∑ (1) where t is the number of periods in DFLP; At(t+1) is the rearrangement costs between each pair of adjacent periods; and T is the total number of periods in the whole period horizon.
References [1] A.R.
PROD.RES., Vol.25 (1987) No.4, pp.479
The trends of SFLP are shown in Fig.1.
The formulation of the DFLP is given below. 1 ( 1) 1 1 Min DFLP = SFLP( ) T T t t t t t A − + = = +∑ ∑ (1) where t is the number of periods in DFLP; At(t+1) is the rearrangement costs between each pair of adjacent periods; and T is the total number of periods in the whole period horizon.
References [1] A.R.
PROD.RES., Vol.25 (1987) No.4, pp.479