Evaluate the partial derivatives of shape functions at (zeta=1 / 4) and (eta=1 / 2) of a
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Evaluate the partial derivatives of shape functions at \(\zeta=1 / 4\) and \(\eta=1 / 2\) of a quadrilateral element shown in Figure 3.32, assuming the temperature is approximated by
(a) bilinear,
(b) quadratic interpolating polynomials.
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Related Book For 
Fundamentals Of The Finite Element Method For Heat And Mass Transfer Wiley Series In Computational Mechanics
ISBN: 272391
2nd Edition
Authors: P. Nithiarasu, R. W. Lewis, K. N. Seetharamu
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