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Procedure for determining the stress indices for non radial branch connections is discussed. A typical non radial branch connection, commonly used in the piping system of FRFCF is modeled and analyzed using CAST-3M for calculation various stress indices for the connection. B2 Stress indices for the branch connection for *Nike Free Sale Run 3 Women Purple Red* in plane bending and out of plane bending is arrived at based on nonlinear finite element analysis and limit Roshe6928-Shoes Women Nike Roshe Run Red Yellow load approach. K2 factor is determined using Peterson's curve, based on the curvature at the junction of run pipe and branch connection. Stress index C2 and the stress intensification factor i are determined by employing the relations of these factors with other stress indices.
Let Qn,k (n ≥ 3, 1 ≤ k ≤ n−1) be an n-dimensional enhanced hypercube which is an attractive variant of the hypercube and can be obtained by adding some complementary edges, fv and fe be the numbers of faulty vertices and faulty edges, respectively. In this paper, we give three main results. First, a fault-free path P[u,v] of length at least 2n−2fv−1 (respectively, 2n−2fv−2) can be embedded on Qn,k with fv+fe ≤ n−1 when dQn,k(u,v) is odd (respectively, dQn,k(u,v) is even). Secondly, an Qn,k is (n−2) edge-fault-free hyper Hamiltonian-laceable when n (≥ 3) and k have the same parity. Lastly, a fault-free cycle of length at least 2n−2fv can be embedded on Qn,k with fe ≤ n−1 and fv+fe ≤ 2n−4.