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Results: 10
Computing the kern of a general cross-section
Authors:
Mofid, M Alizadegan, R Ashori, B Yavari, A
Citation:
M. Mofid et al., Computing the kern of a general cross-section, ADV EN SOFT, 32(12), 2001, pp. 949-955
On the analytical model of beam-to-column semi-rigid connections, using plate theory
Authors:
Mofid, M Asl, MG McCabe, SL
Citation:
M. Mofid et al., On the analytical model of beam-to-column semi-rigid connections, using plate theory, THIN WALL S, 39(4), 2001, pp. 307-325
On a new approach for finding the kern of a beam section
Authors:
Mofid, M Shadman, MR McCabe, SL
Citation:
M. Mofid et al., On a new approach for finding the kern of a beam section, ENG STRUCT, 23(9), 2001, pp. 1080-1084
On the response of beams with internal hinges, under moving mass
Authors:
Mofid, M Shadnam, M
Citation:
M. Mofid et M. Shadnam, On the response of beams with internal hinges, under moving mass, ADV EN SOFT, 31(5), 2000, pp. 323-328
Non-linear analysis of disposable knee bracing
Authors:
Mofid, M Khosravi, P
Citation:
M. Mofid et P. Khosravi, Non-linear analysis of disposable knee bracing, COMPUT STRU, 75(1), 2000, pp. 65-72
A solution method for general contact-impact problems
Authors:
Farahani, K Mofid, M Vafai, A
Citation:
K. Farahani et al., A solution method for general contact-impact problems, COMPUT METH, 187(1-2), 2000, pp. 69-77
On the kern of a general cross section
Authors:
Mofid, M Yavari, A
Citation:
M. Mofid et A. Yavari, On the kern of a general cross section, INT J SOL S, 37(17), 2000, pp. 2377-2403
Is physician detection associated with thinner melanomas?
Authors:
Epstein, DS Lange, JR Gruber, SB Mofid, M Koch, SE
Citation:
Ds. Epstein et al., Is physician detection associated with thinner melanomas?, J AM MED A, 281(7), 1999, pp. 640-643
Bending of unbonded multilayered beams and plates
Authors:
Mofid, M Yavari, A
Citation:
M. Mofid et A. Yavari, Bending of unbonded multilayered beams and plates, MECH RES CO, 26(1), 1999, pp. 69-74
Finite element solution of Dirichlet's nonlinear partial differential equation with mixed boundary conditions
Authors:
Mofid, M Vafai, A Farahani, K
Citation:
M. Mofid et al., Finite element solution of Dirichlet's nonlinear partial differential equation with mixed boundary conditions, COMPUT METH, 169(1-2), 1999, pp. 81-88
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