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Briggs, The Use of Titanium Alloys in the Aerospace Industry, Journal of Materials Engineering and Performance 14 (2005) 681-685
Fanning, Properties of TIMETAL 555 (Ti-5Al-5Mo-5V-3Cr-0.6Fe), Journal of Materials Engineering and Performance, 14 (2005) 788-791
Engineering Materials and Processes, ed.
Maki, Dynamic recovery and recrystallization in beta-titanium alloys, Materials Science Forum, 426-432 (2003) 655-660
Esquivel, Observations of common microstructural issues associated with dynamic deformation phenomena: Twins, microbands, grain size effects, shear bands, and dynamic recrystallization, Journal of Materials Science, 39 (2004) 1153 – 1168

Progress in Materials Science, (2022) 101025
Materials Science and Engineering: A, 635, (2015), 102-108
Journal of Magnetism and Magnetic Materials, 513, (2020), 167071
Journal of Environmental Health Science and Engineering, 12, (2014), 1-11
Journal of Materials Science, 34(10) (1999), 2461-2468

Powder metallurgy (PM) superalloy is regarded as one of the most important aerospace industry materials.
The mentioned characteristics result in high complexity in machining process of PM materials.
Bedir: Materials Science and Engineering, Vol.
Thomas: Materials Science and Engineering, Vol. 402 (2005) No. 1, pp.325-334
Selecka: Journal of Materials Processing Technology, Vol. 176 (2006) No.1, pp.62-69

Acknowledgement Thank for the support of National Key Basic Research Program of China (973 Program)(NO. 2011CB201200), The National Natural Science Foundation of China(No. 50974125)and The National Natural Science Foundation of China(No. 50909093) Reference [1] A.Hanyga,Fractional-order relaxation laws in non-linear viscoelasticity,Continuum mech,Thermodyn.19(2007) 25-36
[2] H.W.Zhou,C.P.Wang,B.B.Han and Z.Q.Duan, A creep constitutive model for salt rock based on fractional derivatives Int J Rock Mech Mining Sci.11 (2010) 1-6 [3] T.A.Surguladze, ON CERTAIN APPLICATIONS OF FRACTIONAL CALCULUS TO VISCOELASTICITY,Journal of Mathematical sciences. 112(2002) 4517-4557
[4] K.ADOLFSSON,M.ENELUND,P.OLSSON, On the Fractional Order Model of Viscoelasticty,Mechanics of Time-Dipengdent Materials.9(2005) 15-34
[5] W.M.Zhang,A New Rheological Model Theory with Fractional Order Derivatives,Natural Science Joutnal of Xiangtan University.23(2001) 30-36
[6] D.S.Yin,J.J.Ren,C.L.He, W.Chen,Stress-Stain Relation of Soft Soil Based On Fractional Calculus Operators Theory,CHINESE JOURNAL OF ROCK MECHANICS AND ENGINEERING.28 (2009) 2973-2979

This article describes the problems of deterioration of the quality of processed raw materials due to depletion of mineral resources.
After a thorough analysis of the experience of world-known research and technologies for processing such raw materials [7-10], we proposed to use nitric acid for processing of such materials, which is one of the most effective oxidants and reagents for leaching [11,12].
Materials and Methods The chemical composition of the studied raw materials is presented in Table 1.
Laboratory studies of the process of nitric acid leaching of the studied materials were carried out.
Acknowledgements The reported study was funded by the Russian Science Foundation under grant № 18-19-00186.

With the deterioration of atmosphere pollution, the polluted atmosphere makes a great impact to steel materials.
Anti-corrosion Methods and Materials, Vol. 47(2000), p. 30
Corrosion Science.
Corrosion Science.
Corrosion Science.

The materials’ mechanical parameters are provided in Table 1.
Table 1 Mechanical physical parameters of bridge materials Materials Density (kg/m3) Elastic modulus (MPa) Poisson Ratio Thermal Expansion Coefficient (×10-5/℃) Steel Cable 7850 19500 0.3 1.2 C50 Concrete 2600 5000 0.23 Fig. 1 Bridge beam section Fig. 3 Finite element model of structure Fig. 2 Models of reinforced bridge and steel cables (a) Load position for Load case 1 (b) Load position for Load case 2 (c) Load position for Load case 3 Fig. 4 Three static load cases Result and Discussion Three load cases discussed above are investigated through FEM using ABAQUS software.
All of these results meet both the design and material strength requirements.
Wang, Time-Dependent Emulation Analysis on Pre-stressed Curved Continuous Concrete Bridges during Construction and Open to Traffic, China Railway Science, Vol. 28 (2007) No. 4 p. 61 (In Chinese)
Ren, Simulation Analysis of the Pre-stressing Effect on the Curved Box Girder Bridge, Journal of South China University of Technology (Natural Science Edition), Vol.32 (2004) No. 12 p. 47 (In Chinese)

Materials Science and Engineering A, 502 (2009), 118-125
Journal of Materials Science, 34 (1999), 2163-2168
Journal of Materials Processing Technology, 135 (2003), 271–277
Journal of Materials Processing Technology, 207 (2008), 200–203
Materials Science and Engineering A. 407 (2005) 196-200

4) How can we solve the challenges associated with unpredictability in incoming raw material and the need for reallocation of raw materials / semi-finished products along the supply chain?
How can we respond quickly to unexpected events and demand signals and what information is needed to make good decisions in different situations, including unpredictability in incoming raw material and the need for reallocation of raw materials / semi-finished products along the supply chain?
Powell, Investigating ERP Support for Lean Production, PhD dissertation, Norwegian University of Science and Technology, 2012
Kaipia, Coordinating material and information flows with supply chain planning, International Journal of Logistics Management, The, vol. 20, pp. 144-162, 2009
Trondheim, Norway: Doctoral Thesis, Norwegian University of Science and Technology, 2005

Li: Introduction to Biomedical Materials [M](Wuhan: Wuhan University of Technology Press, China 2000)
Materials Science and Engineering of Powder Metallurgy, Vol.20(2015) No.2, p.296
Journal of Composite Materials, Vol.33(2016) No.4,p.859
Journal of Materials Science and Engineering, Vol.28(2010) No.5,p.684
Rare Metal Materials and Engineering, Vol. 34 (2004) No.4, p.397.