Using Euler's equation, calculate critical buckling load in (kN) of a maple wood column (rectangular section) with the following information: Maple Modulus of elasticity (E) = 11000 MPa The height of the column = 2.50m The section width = 39mm The section depth = 130mm The column end condition = Pinned-Pinned (Round your answer to nearest two decimal places, e.g., 10.01) Your Answer: Answer Calculate the (max) slenderness ratio of a column (rectangular section) with the following information: The height of the column = 2.55m The section width = 250mm The section depth = 500mm The column end condition = Pinned-Pinned (Round your answer to nearest integer, e.g., 100) Your Answer:
Using Euler's equation, calculate critical buckling load in (kN) of a maple wood column (rectangular section) with the following information: Maple Modulus of elasticity (E) = 11000 MPa The height of the column = 2.50m The section width = 39mm The section depth = 130mm The column end condition = Pinned-Pinned (Round your answer to nearest two decimal places, e.g., 10.01) Your Answer: Answer Calculate the (max) slenderness ratio of a column (rectangular section) with the following information: The height of the column = 2.55m The section width = 250mm The section depth = 500mm The column end condition = Pinned-Pinned (Round your answer to nearest integer, e.g., 100) Your Answer:
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:Using Euler's equation, calculate critical buckling load in (kN) of a maple wood
column (rectangular section) with the following information:
Maple Modulus of elasticity (E) = 11000 MPa
The height of the column = 2.50m
The section width = 39mm
The section depth = 130mm
The column end condition = Pinned-Pinned
(Round your answer to nearest two decimal places, e.g., 10.01)
Your Answer:
Answer
Calculate the (max) slenderness ratio of a column (rectangular section) with the
following information:
The height of the column = 2.55m
The section width = 250mm
The section depth = 500mm
The column end condition = Pinned-Pinned
(Round your answer to nearest integer, e.g., 100)
Your Answer:
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