STEEL STRUCTURES
A 20ft long simply supported beam is made of W21X55 with
fy=50ksi. The service...
STEEL STRUCTURES
A 20ft long simply supported beam is made of W21X55 with
fy=50ksi. The service distributed loads on the beam are DL=2k/ft
(including self weight), LL=4 k/ft. Show if the beam is adequate
for shear.
Consider a W30x99 beam (Fy = 60 ksi) that is simply supported,
30 ft. long, and subjected to a point load
at the midspan. The point service load consists of 60% live load
and 40% dead load. Lateral supports exist
at the ends only. Design code to comply with: 2016 AISC LRFD.
(a) Determine the maximum point service load P for strong-axis
bending assuming Cb = 1.0.
(b) Redetermine the maximum point service load P for strong-axis
bending considering proper...
(1) A simply supported steel beam is 30' long and subjected to a
uniform distributed 1.3 kips per foot. What is the minimum required
section modulus for this beam if we do not want its maximum stress
to exceed 50 ksi?
(2) What is the minimum inertia of the beam in the previous
question if we do not want it to deflect more than 1/2" ?
A 14ft long simply supported beam of A992 steel is laterally
braced only at its ends. It has a uniformly distributed dead load
of 2k/ft. and uniformly distributed live load of 3k/ft. Determine:
Size based on bending.
determine Factored loads, bending moment,
Determine Allowable Bending Moment based on Lb
compare actual to allowable
check deflection with 5wL4/384EI
Check Shear determine Maximum shear Vu compare to allowable
.6FyAwCv
A beam 3m long is simply supported at its ends. The beam is
loaded with a downward vertical load of 200N at a point 2m from the
left support.
USING AMM.
a.) The maximum deflection is located at what distance from the
left support? Answer: 1.63m
b.) Calculate the maximum deflection assuming E = 50 GPa and I =
1x10^6 mm4 Answer 2.9mm
A beam 3m long is simply supported at its ends. The beam is
loaded with a downward vertical load of 200N at a point 2m from the
left support.
Using DIM:
a. The maximum deflection is located at what distance from the
left support?
b. Calculate the maximum deflection assuming E = 50 GPa and I =
1x10^6 mm4
This question is referring to a concrete beam with steel rebar
reinforcement,
For a simply supported beam with width 10 inches and depth 14
inches design the steel to resist a maximum moment of 50 kip feet.
span=15 feet. Concrete 4 ksi. steel is 60 ksi.
A simply supported beam with a span of 26 FT is used to carry a
service dead load (including self-weight) of 1.65 KLF and a service
live load of 3.3 KLF and is reinforced with 4-#9 bars. The beam has
a width b of 14 IN, an effective depth of 24.5 IN., and a height of
27 IN. The material strengths are f’c = 4000 PSI and fy = 60 KSI.
The immediate deflection due to live load is limited...
What are the problems arised in simply supported beam
bridge(any
component of the bridge or steel trusses type) and how to improve
the qualities or the problems arised?
A simply supported beam has a width of 200mm and depth of 400mm
is 4m long. It carries a uniformly distributed load of 20 kN/m over
the whole beam and a point load of 40 kN at the center of the beam.
Compute the maximum deflection if the maximum slope produced in the
beam is 2× ??-3 radian.
2. A simply supported rectangular concrete beam is to be made
from M21 concrete grade and reinforced with steel bar of 345 MPa
yield strength. It carries a uniformly distributed load of 12.5
kN/m and has a span of 6 m. Design the beam, assuming that the
shape factor is 0.4. The weight density of steel is 77 kN/m3 and
that of concrete is 24 kN/m3.