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13th week
Fluoropolymer:
The fluoropolymer family consists of polymers produced from alkenes in which one or more hydrogens have been replaced by flourine. The most important members of this family are polytetraflouroethylene (PTFE), polychlorotrifluoroethylene (PCTFE), poly (vinyl fluoride) (PVDF); copolymers of tetrafluoroethylene with ethylene, perfluoropropyl vinyl ether, and perfluoropropene;and the copolymer of ethylene and chlorotrifluoroethylene. The fluoropolymers are obtained mainly by suspension polymerization; emulsion polymerization is also practiced. Commercial polymerization in supercritical carbon dioxide (scCO2) was achieved by DuPont in 2002 for the copolymerization of tetrafluoroethylene with hexafluoropropene and a perfluoroalkyl vinyl ether. The molecular weights of the polymers are high, ranging up to 10^5-10^6 for PTFE, apparently due to the lack of appreciable chain-transfer reactions and the precipitation of growing radicals (leading to greatly decreased termination).
(Odian G. G., Principles of polymerization, Ed. 4th, p. 309)
Aramid:
Aramid was of the first commercial polymeric fibres in which high strength and rigidity were achieved by chain alignment. It is an aromatic polyamide called poly(para-phenylene terephtalamide), with the chemical formula:
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Bentur A., Mindess S., Fibre reinforced cementitious composites, Ed. 1st, p.358)
Reverse Redrawing:
Instead of conventional second draw, reverse (inside-out) redrawing can also be used. In reverse drawing, the pre-formed cup is brought down to the next diameter reduction by being turned inside-out. After reverse redrawing the inner walls of the drawn cup become outer walls.
(Tschätsch H., Metal forming processes, 2006, p. 161)
Critical Resolved Shear Stress:
When a single crystal specimen is stressed in tension, shear stress is termed as resolved shear stress. Let Φ represent the angle between the normal to the slip plane and the applied stress direction and λ be the angle between the slip and stress direction. If the applied force is F, the force operating in the slip direction is given by Fcosλ the projection of specimen crosss sectional area on the slip plane gives an area of A/cosΦ
Resolved shear stress is given by
τ = Fcosλ/(A/cosΦ) = σcosλcosΦ
When the resolved shear stress on the slip plane in the slip direction reaches a required level, the slip begins in the crystal. This is called critical resolved shear stress and is given by
τc = σc cosλcosΦ
where σc is the applied stress necessary to produce the plastic deformation. This is known as Schmid's law.
(Srinivasan, Engineering materials and metallurgy, p. 32)
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