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Application to Polyethylene

The only system for which detailed investigations of the longitudinal Young modulus are available is polyethylene (PE). The most detailed study of this problem was performed by Suhai. His first step in calculating the elastic modulus was to optimize the geometrical structure of PE at both the HF and correlated levels. In stretching the polymer he [Pg.376]

In order to be able to compare these results with experiments, data obtained from very different measurement techniques are presented in Table 10.3. The particularly large deviations between the values [Pg.377]

TABLE 10.2. Theoretical Values of the Longitudinal Elastic Modulus of Polyethylene Obtained by Various Methods Using the Molecular Orbital (MO) Approach to Clusters or the Crystal Orbital (CO) Approach to Infinite Periodic Polymers  [Pg.377]

10 Magnetic, Electrical, and Mechanical Properties of Polymers [Pg.378]

TABLE 10.3. Experimental Values of the Longitudinal Elastic Modulus of Polyethylene Obtained with Different Types of Measurements [Pg.378]


The inhibitory properties of the diisopropyl salicylato chelates were confirmed in high pressure polyethylene at elevated temperatures. A more detailed study of this application to polyethylene and other polymers is in progress. [Pg.169]

The outline of the paper is as follows. In Sect. 2 we describe the basic RISM and PRISM formalisms, and the fundamental approximations invoked that render the polymer problem tractable. The predicticms of PRISM theory for the structure of polymer melts are described in Sect. 3 for a variety of single chain models, including a comparison of atomistic calculations for polyethylene melt with diffraction experiments. The general problem of calculating thermodynamic properties, and particularly the equation-of-state, within the PRISM formalism is described in Sect. 4. A detailed application to polyethylene fluids is summarized and compared with experiment. The develojanent of a density functional theory to treat polymer crystallization is briefly discussed in Sect. 5, and numerical predictions for polyethylene and polytetrafluoroethylene are summarized. [Pg.322]

Operator Support System for Multi Product Processes -Application to Polyethylene Production... [Pg.347]

VAR Varennes, S., Charlet, G., and Delmas, G., Use of the lower critical solution temperature for the characterization of polymer mixtures and the study of their compatibility. Application to polyethylene, polypropylene, and their copolymers, Polym. Eng. Sci., 24, 98, 1984. [Pg.711]

Park, E. S., Kim, M.N. and Yoon, J.S. (2002). Grafting of polycaprolactone onto poly(ethylene-co-vinyl alcohol) and application to polyethylene-based bio-erodable blends. Journal of Polymer Science Part B Polymer Physics, 40, 2561. [Pg.507]

ETFE polymers are melt processible. Commercial ETFE is a copolymer of ethylene and tetrafluoroethylene. They have lower chemical resistance and thermal stability than perfiuorinated polymers. ETFE exhibits excellent resistance to radiation and can stand up to 200 megarads of exposure to cobalt 60. It is a tough thermoplastic available in different viscosities, which can be processed by techniques applicable to polyethylene. ETFE resins are specified by ASTM Method D3159, which also provides procedures or references to other ASTM methods for the measurement of resin properties. Commercial FEP resins offered by major manufacturers have been listed in Tables 6.15 through 6.18. [Pg.123]

The following is a list of the various ASTM methods applicable to polyethylene referenced in the foregoing sections. It is generally organized according to the order in which the various topics are addressed in the chapter. [Pg.366]

In order to investigate the correlation between tensile drawing data and Reversed Charpy results, true stress vs. true strain properties of PE are measured at several strain rates and temperatures [6]. Each stress-strain curve is represented using a Haward-Thackray [7] spring-dashpot model, whose applicability to polyethylene has been established empirically by a number of previous studies [5, 7] although the physical basis for the model remains... [Pg.1623]


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