Problem: A viewing platform in a wild- G animal park, as shown in figure, is supported by a row of aluminum pipe columns having length L = 3.25 m and outer diameterd 100 mm. the bases of columns are set in concrete footings and the tops of the columns are supported laterally by the platform. The columns are being designed to support compressive load P = 100 kN. de (b) Determine the minimum required thickness t of the column, as shown in Figure, if a factor of safety n = 3 is required with respect to Euler buckling. The column is made of aluminum with E = 72 GPa, and yield strength = 480 MPa. Hint: The end condition of column is fixed- pinned.

Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter1: Tension, Compression, And Shear
Section: Chapter Questions
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Machine Design I (Spring 2018)
Problem: A viewing platform in a wild- A
animal park, as shown in figure, is
supported by a row of aluminum pipe
columns having length L = 3.25 m and
outer diameter d = 100 mm. the bases of
columns are set in concrete footings and
the tops of the columns are supported
laterally by the platform. The columns are
being designed to support compressive
load P = 100 kN.
(b)
Determine
the
minimum
required
thickness t of the column, as shown in
Figure, if a factor of safety n = 3 is required
with respect to Euler buckling. The column
is made of aluminum with E = 72 GPa, and
yield strength = 480 MPa.
Hint: The end condition of column is fixed-
pinned.
Transcribed Image Text:Machine Design I (Spring 2018) Problem: A viewing platform in a wild- A animal park, as shown in figure, is supported by a row of aluminum pipe columns having length L = 3.25 m and outer diameter d = 100 mm. the bases of columns are set in concrete footings and the tops of the columns are supported laterally by the platform. The columns are being designed to support compressive load P = 100 kN. (b) Determine the minimum required thickness t of the column, as shown in Figure, if a factor of safety n = 3 is required with respect to Euler buckling. The column is made of aluminum with E = 72 GPa, and yield strength = 480 MPa. Hint: The end condition of column is fixed- pinned.
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