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Zienkiewicz O.C., Taylor R.L. Vol. 3. The finite - tiera.ru

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9<strong>3.</strong> O.C. <strong>Zienkiewicz</strong>, Y.C. Liu and G.C. Huang. Error estimates and convergence rates for<br />

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95. M. Fortin and N. Fortin. Newer and newer elements for incompressible ¯ow, in Finite<br />

Elements in Fluids (eds R.H. Gallagher, G.F. Carey, J.T. Oden and O.C. <strong>Zienkiewicz</strong>),<br />

<strong>Vol</strong>. 6, chap. 7, pp. 171±88, Wiley, Chichester, 1985.<br />

96. M.S. Engleman, R.L. Sani, P.M. Gresho and H. Bercovier. Consistent v. reduced integration<br />

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97. K. Palit and R.T. Fenner. Finite element analysis of two dimensional slow non-Newtonian<br />

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98. K. Palit and R.T. Fenner. Finite element analysis of slow non-Newtonian channel ¯ow.<br />

AIChE J., 18, 628±33, 1972.<br />

99. B. Atkinson, C.C.M. Card and B.M. Irons. Application of the ®nite element method to<br />

creeping ¯ow problems. Trans. Inst. Chem. Eng., 48, 276±84, 1970.<br />

100. G.C. Corn®eld and R.H. Johnson. <strong>The</strong>oretical prediction of plastic ¯ow in hot rolling<br />

including the e€ect of various temperature distributions. J. Iron and Steel Inst., 211,<br />

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101. C.H. Lee and S. Kobayashi. New solutions to rigid plastic deformation problems using a<br />

matrix method. Trans. ASME J. Eng. for Ind., 95, 865±73, 197<strong>3.</strong><br />

102. J.T. Oden, D.R. Bhandari, G. Yagewa and T.J. Chung. A new approach to the ®nite<br />

element formulation and solution of a class of problems in coupled thermoelastoviscoplasticity<br />

of solids. Nucl. Eng. Des., 24, 420, 197<strong>3.</strong><br />

10<strong>3.</strong> O.C. <strong>Zienkiewicz</strong>, E. OnÄ ate and J.C. Heinrich. Plastic Flow in Metal Forming, pp. 107±20,<br />

ASME, San Francisco, December 1978.<br />

104. O.C. <strong>Zienkiewicz</strong>, E. OnÄ ate and J.C. Heinrich. A general formulation for coupled thermal<br />

¯ow of metals using ®nite elements. Int. J. Num. Meth. Eng., 17, 1497±514, 1981.<br />

105. N. Rebelo and S. Kobayashi. A coupled analysis of viscoplastic deformation and heat<br />

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106. P.R. Dawson and E.G. Thompson. Finite element analysis of steady state elastoviscoplastic<br />

¯ow by the initial stress rate method. Int. J. Num. Meth. Eng., 12, 47±57, 382±3, 1978.<br />

107. Y. Shimizaki and E.G. Thompson. Elasto-visco-plastic ¯ow with special attention to<br />

boundary conditions. Int. J. Num. Meth. Eng., 17, 97±112, 1981.<br />

108. O.C. <strong>Zienkiewicz</strong>, P.C. Jain and E. OnÄ ate. Flow of solids during forming and ext<strong>ru</strong>sion:<br />

some aspects of numerical solutions. Int. J. Solids St<strong>ru</strong>ct., 14, 15±38, 1978.<br />

109. S. Nakazawa, J.F.T. Pittman and O.C. <strong>Zienkiewicz</strong>. Numerical solution of ¯ow and heat<br />

transfer in polymer melts, in Finite Elements in Fluids (ed. R.H. Gallagher et al.), <strong>Vol</strong>. 4,<br />

chap. 13, pp. 251±83, Wiley, Chichester, 1982.<br />

110. S. Nakazawa, J.F.T. Pittman and O.C. <strong>Zienkiewicz</strong>. A penalty ®nite element method for<br />

thermally coupled non-Newtonian ¯ow with particular reference to balancing dissipation<br />

and the treatment of history dependent ¯ows, in Int. Symp. of Re®ned Modelling of Flows,<br />

7±10 Sept. 1982, Paris.<br />

111. R.E. Nickell, R.I. Tanner and B. Caswell. <strong>The</strong> solution of viscous incompressible jet and<br />

free surface ¯ows using ®nite elements. J. Fluid Mech., 65, 189±206, 1974.<br />

112. R.I. Tanner, R.E. Nickell and R.W. Bilger. Finite element method for the solution of<br />

some incompressible non-Newtonian ¯uids mechanics problems with free surface.<br />

Comp. Meth. Appl. Mech. Eng., 6, 155±74, 1975.<br />

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MTDR Conf., pp. 267±74, 1977.<br />

References 139

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