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sing Commi al Conferen owth are th d thermome na are of m cesses and Growth (ReX ny), the 2 nd Series have nventional d composite d extensivel ystallization y, mobility henomena wo-phase an uctures xperimenta ecrystallizat elling om all over he member sponsors fo ittee nce on Recry Preface he fundamen echanical pr major scienti application X & GG) fo conference e been conc and advan es.
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Among various types, CuO compounds have attracted considerable attraction in past decade owing to their economic preparation methods, safe disposal of hazardous materials and excellent pigment properties (Panigrahi et al. 2006; Ren et al. 2009; Schilz et al. 2015).
Its lower bandgap value (~1.2 eV) in bulk form along with monoclinic crystal structure accounts for superior photocatalytic and in addition photo conducting properties (El-Trass et al. 2012; Yan et al. 2012).
The compound has been reported for pigmentation in ceramic materials and preparation of wood preservatives and related applications (Civardi et al. 2015; Jeong et al. 2013).
Many researchers have reported photocatalytic degradation properties of CuO NRs (Manoranjan et al. 2016; Henam et al. 2014; Abhishek et al. 2014; Chandan et al. 2014).
[5] El-Trass A, ElShamy H, El-Mehasseb I, El-Kemary M (2012) CuO nanoparticles: Synthesis, characterization, optical properties and interaction with amino acids.

Jie Chen et al.[8] studied that the electrical resistivity of composites decreases slightly at the CB content smaller than 3.0 wt% and later decrease apparently at the CB content higher than 3.0 wt%.
Xin Wen et al.[10] have reported that the thermal decomposition temperature for PP/CB nanocomposites shifted significantly to a higher temperature range than for neat PP which indicate an improvement of thermal stability.
Abd El-Messieh and S.
[9] F.H Abd El-Kader, N.A.

During 1990, El-Shakery et al. [5] conducts the analysis and design of inline conveyors driven by linkages.
In 2005, Ting et al. [6] proposed an inline conveyor driven by a bimorph piezoelectric actuator, and its dynamic modelling, driving control circuit design, motion trajectory analysis, and optimal transport feed are examined.
El-Shakery, R.

Feldman et al[2] also considered this problem and gives the coding algorithm in small finite fields by leaving a small amount of bandwidth, There is a major problem is the use of random network coding, security coding probability is very low.
[2] Feldman J,Malkin T,Stein C,et al.On the capacity of secure network coding[A].Monticello , ILUSA, 2004
[7] Rouayheb S El,Soljanin E,Sprintson A.Secure Network Coding for Wiretap Networks of Type 2009
[8] Rouayheb Salim Y.El,Soljanin Emina.On wiretap network II[A].IEEE International Sympo- sium on Information Theory[C].Nice,France,2007:551-555

Mp Mp+al Mp+s Mp+al+s Sampel g g g g CA-1 23.3007 43.0202 23.6212 42.8721 CA-2 23.3007 43.0202 23.3608 42.7906 CA-3 23.3007 43.0202 23.3892 42.802 where the alcohol density is 806.4 kg/m3 Tablel 4.
El-Sheikeil, S.M.
El-Meligy, S.H.

Sayed et al. studied the radiation shielding performance to gamma rays of ilmenite/epoxy resin [5].
Morioka et al invented a boron doped resin which can be used under 300 °C [6].
El-Khayatt: Ann.
El-Sarraf and F.

Sutherland and Kapoor[1], Montgomery and Altintas[2], Smith el al[3] had developed models for prediction of static or dynamic cutting force and surface deformation in end milling.
In domestic, Huang Zhi-gang and KE Ying-lin el al[6]established a finite element model and showed the influence of milling sequence on distortion of the monolithic component.
Smith et al.

El-Saeidy [3] and Li [4] developed a model of stiffness for the standard bearing successively.
Shan et al. [5] developed a mathematical model on the radial stiffness.
Fij and δij are the normal contact force and deformation at No. i (i=1,2,3,4) contact point of the ball Bj, In addition, the definitions of the correction factor F2i (e) and F2o (e), the equivalent Young’s modulus E* and the equivalent curvature radius Rei and Reo are given by Shan et al [1].
However, these deformations are inevitable, as described by Williams [7] and Almqvist et al. [8].
El-Saeidy, Time-varying total stiffness matrix of a rigid machine spindle-angular contact ball bearings assembly: Theory and analytical/experimental verifications, Shock Vib. 18 (2011) 641-670

Ong Lin Seng et al. [2] described that if we use more than two supports would result in static indeterminacy and then it became difficult in predicting the load distribution in the event of foundation making.
Ongand et al. [3] studied that a rigid support in pressure vessel will give rise to greater stress concentration in comparison to a moving one.
Ren Haidong et al. [4] found that the saddle structure itself is stressed because all forces acting on the vessel are ultimately transferred to the support.
El-Abbasi [11] performed a 3-D FEA on a loose fitting and flexible saddle supported pressure vessels using a newly developed finite element that includes the contact stresses at the junction of the vessel and saddle supports.
El-Abbasi, S.A.