Part A - Maximum load
A column is made from a rectangular bar whose cross section is 5.1 cm by 8.9 cm . If the height of the column is 2 m , what is the maximum load it can support? The material has E = 200 GPa and σY = 250 MPa .
Express your answer with appropriate units to three significant figures.
Pmax = ??
Part B - Maximum length
A circular column with diameter 9.4 cm is to support a vertical load of 780 kN . What is the maximum length the column can have if it is pin supported at both ends? The material has E = 200 GPa . Assume the material does not yield.
Express your answer with appropriate units to three significant figures.
Lmax = ??
A solid circular steel column with a height of 2.6 m needs to support a vertical load of 940 kN . What is the minimum diameter required if the factor of safety for buckling is FS = 2.5 and the material has E = 200 GPa ? Assume the material does not yield.
Express your answer with appropriate units to three significant figures.
d = ??
Part A - Maximum load A column is made from a rectangular bar whose cross section...
Ideal Column with Pin Supports Learning Goal: To use the formula for the critical load, i.e., the Euler buckling load, for pin-supported columns to calculate various parameters of columns. Ideally, a column that is perfectly straight and has an axial load applied exactly at the centroid of its cross section will not yield until the internal normal stress reaches the yield stress of the material. Real-world columns, however, are subject to small asymmetries, whether due to irregularities of shape or...
m Review Learning Goal: To use the formula for the critical load, i.e., the Euler buckling load, for pin-supported columns to calculate various parameters of columns. A column is made from a rectangular bar whose cross section is 5.5 cm by 9.1 cm . If the height of the column is 2 m, what is the maximum load it can support? The material has E = 200 GPa and Oy = 250 MPa Express your answer with appropriate units to...
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Looking for Help on 10.19. r of solid circular cross section is 50 mm in diameter. The bar is pinned at each end and subject to axial compression. If the proportional limit of the material is 210 MPa and E 200 GPa, determine the minimum length for which Euler's formula is valid. Also, determine the value of the Euler buckling load if the column has this minimum length. Ans. 1.21 m, 412 kN 10.20. The column shown in Fig. 10-10...
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