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N Rollingerz Lommel functions with imaginary argument 343
On the stress distribution in anisotropic inﬁnite wedges
S Raynor see W E Olmstearl
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amplitude analysis analytic antenna Appl applied approximate associated elastic problem assumed asymptotic bending Bessel functions boundary conditions chapter characteristic impedance considered constant constitutive equations convergence coordinates corresponding cylindrical deﬁned deﬁnition deformed middle surface denote derived determined differential equations diﬁerential discussed displacements distribution dynamic equilibrium equations expression ﬁeld ﬁnd ﬁnite ﬁrst ﬁxed ﬂow ﬂuid follows function given half-plane heat conduction Hence inﬁnite initial values integral equation Laplace transforms Lemma linear programming Lommel functions Math mathematical Mech Mellin transform membrane theory method minimum modiﬁed nonlinear normal obtained paper parameter phase plane plastic region polynomial present quadratic programming radiation reactance reﬂection relations respect rotation satisﬁes shown signiﬁcant simpliﬁed solution solved speciﬁc strain stream function stress surface wave symmetric temperature tensor theorem thin shells transform upper half-plane variables variational vector velocity visco-elastic volume zero