40 mm The beam shown in the figure is 15 mm made of material with a tensile d = 30 mm strength of 24 MPa. Accordingly, determine the maximum 20 mm moment (Nm) that can be applied to the beam. Formüller: (I= 61,875.109 mª) F.L o = E.£, ɛ=, AL = a.L.AT , AL = A.E F O =- A AV TL T.P 6,=[0.-r(0,+0.)], e, = o, -v(o, +o,), G.J F M O =- M E. = A

40 mm The beam shown in the figure is 15 mm made of material with a tensile d = 30 mm strength of 24 MPa. Accordingly, determine the maximum 20 mm moment (Nm) that can be applied to the beam. Formüller: (I= 61,875.109 mª) F.L o = E.£, ɛ=, AL = a.L.AT , AL = A.E F O =- A AV TL T.P 6,=[0.-r(0,+0.)], e, = o, -v(o, +o,), G.J F M O =- M E. = A

Mechanics of Materials (MindTap Course List)

9th Edition

ISBN:9781337093347

Author:Barry J. Goodno, James M. Gere

Publisher:Barry J. Goodno, James M. Gere

Chapter6: Stresses In Beams (advanced Topics)

Section: Chapter Questions

Problem 6.5.6P: The Z-section of Example D-7 is subjected to M = 5 kN · m, as shown. Determine the orientation of...

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Q: 40 mm 15 mm d-30 mm 20 m

Question

40 mm
The beam shown in the figure is
15 mm
made of material with a tensile
d = 30 mm
strength of 24 MPa. Accordingly,
determine the maximum
20 mm
moment (Nm) that can be
applied to the beam.
Formüller:
(I= 61,875.109 mª)
F.L
o = E.£, ɛ=-
AL = a.L.AT , AL =
A.E
F
O =-
A
AV
TL
T.P
6,=[0.-r(0,+0.)], e, =
o, -v(o, +o,),
GJ
J
F
M
O =-
м
A

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