Engineering Quiz: Beam and Column Design, Exams of Structural Design and Architecture

A quiz on the design of beams and columns, focusing on calculating the required cross-sectional area and checking the adequacy of a column for a given load. The quiz includes conceptual questions (part 1) and a problem-solving section (part 2), with no aids allowed for part 1 and limited resources for part 2. The quiz covers the design of wood beams and a glu-lam column, with given load conditions and design values.

Typology: Exams

2011/2012

Uploaded on 12/22/2012

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16 ft
w’D = 30 lb/ft2
wsw = 10 lb/ft
2400 lb (live)
A
B
Figure 4a.
3 ft
3 ft
2400 lb (live)
Note: No aids are allowed for part 1. One side of a letter sized paper with notes is allowed
during part 2, along with a silent, non-programmable calculator. There are reference charts for
part 2, shown on pages 2-6.
Clearly show your work and answer.
Part 1) Worth 5 points (conceptual questions)
Part 2) Worth 45 points
(NOTE: The loading type and sizes can and will be changed for
the quiz with respect to the beam diagrams and formulas
provided. The support condition, section, and bracing for the
column can and will be changed.)
Wood beams (like shown in Figure 4a) spaced 4 ft on center are
needed to span 16 ft and support a roof having 30 lb/ft2 of dead load and two 2400
lb seven-day roof live loads at 3 feet from each end. The beam is simply supported
and fully braced. Idaho White Pine will be used and has the following tabular
design values for bending for single member uses and modulus of elasticity:
Fb = 1150 psi, Fv = 65 psi, E = 1.4 x 106 psi
a) Including a self weight of 10 lb/ft, design the most economical member for
strength (no consideration of serviceability).
A 6 m tall, 125 mm x 200 mm (metric) glu-lam column (Figure 4b) is braced in the
weak axis (y-y) at 3.2 m from the base. The ends can be considered to be pinned.
The timber has the following tabular design values:
Fc = 13.8 MPa, E = 12,400 MPa:
b) If the column is to support 180 kN, is it adequate for Allowable Stress Design
assuming a two month snow load duration? (A = 25.0 x 10-3 m2).
Answers Not provided on actual quiz!
a) Sreq’d 94.83 in3, Areq’d 63.5in2
b) Pallowable = 136 kN No Good (Pweak= 182.9 kN weak direction)
3.2 m
y
2.9 m
6.0 m
P = 180 kN
x
Figure 4b.
pf3
pf4
pf5

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16 ft

w’D = 30 lb/ft^2 wsw = 10 lb/ft

24 00 lb (live)

A B

Figure 4a.

3 ft 3 ft

2 400 lb (live)

Note: No aids are allowed for part 1. One side of a letter sized paper with notes is allowed

during part 2, along with a silent, non-programmable calculator. There are reference charts for

part 2, shown on pages 2-6.

Clearly show your work and answer.

Part 1) Worth 5 points (conceptual questions)

Part 2) Worth 45 point s

(NOTE: The loading type and sizes can and will be changed for

the quiz with respect to the beam diagrams and formulas

provided. The support condition, section, and bracing for the

column can and will be changed.)

Wood beams (like shown in Figure 4a) spaced 4 ft on center are needed to span 16 ft and support a roof having 30 lb/ft^2 of dead load and two 2400 lb seven-day roof live loads at 3 feet from each end. The beam is simply supported and fully braced. Idaho White Pine will be used and has the following tabular design values for bending for single member uses and modulus of elasticity:

Fb = 1150 psi, Fv = 65 psi, E = 1.4 x 10^6 psi

a) Including a self weight of 10 lb/ft, design the most economical member for strength (no consideration of serviceability).

A 6 m tall, 125 mm x 200 mm (metric) glu-lam column (Figure 4b) is braced in the weak axis (y-y) at 3.2 m from the base. The ends can be considered to be pinned. The timber has the following tabular design values:

Fc = 13.8 MPa, E = 12,400 MPa:

b) If the column is to support 180 kN, is it adequate for Allowable Stress Design assuming a two month snow load duration? (A = 25.0 x 10 -3^ m^2 ).

Answers – Not provided on actual quiz!

a) Sreq’d  94.83 in^3 , Areq’d  63.5in^2 b) Pallowable = 136 kN No Good (Pweak= 182.9 kN weak direction)

3.2 m

y x

2.9 m

6.0 m

P = 180 kN

x y

Figure 4b.

ARCH 331 S2012abn

REFERENCE CHARTS FOR QUIZ 4

W =

wl^2

W =

wl^2