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Recent questions tagged beam-theory
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GATE XE 2026 | Question: 66
Which one of the following options is the CORRECT absolute value of the bending moment at $\text{R}$ in the frame as shown in the figure?$0$$\mathrm{Fl}$$2 \text{Fl}$$3 \...
gatecse
7.6k
points
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Feb 24
Mechanics of rigid bodies
gatexe-2026
mechanics-of-deformable-bodies
beam-theory
mechanics-of-rigid-bodies
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GATE XE 2026 | Question: 77
A simply supported beam of length $l=2 \mathrm{~m}$ is subjected to a concentrated moment $M=150 \mathrm{~kNm}$ at a distance $l / 2$ from the left end as shown in the fi...
gatecse
7.6k
points
asked
Feb 24
Mechanics of deformable bodies
gatexe-2026
numerical-answers
mechanics-of-deformable-bodies
beam-theory
elastic-strain-energy
gatex-2026
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GATE XE 2025 | Question: 72
Consider a beam with a square box cross-section as shown in the figure. The outer square has a length of $10 \: \mathrm{mm}$. The thickness of the section is $1 \: \mathr...
gatecse
7.6k
points
asked
May 4, 2025
Mechanics of deformable bodies
gatexe-2025
numerical-answers
mechanics-of-deformable-bodies
area-moment-of-inertia
beam-theory
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0
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GATE XE 2024 | Question: 60
A simply-supported beam of rectangular cross-section $\text{(width $w$ and height $h$)}$ is subjected to the loads as shown in the figure $\text{(i)}$. The enlarged view ...
admin
8.4k
points
asked
Jul 21, 2024
Mechanics of deformable bodies
gatexe-2024
mechanics-of-deformable-bodies
beam-theory
stress-analysis
normal-stress
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0
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GATE XE 2024 | Question: 73
A stepped beam is made of a material whose Young's modulus is $E$. The dimensions of the two stepped sections are such that the sectional moments of inertia, $I_{1}$ and ...
admin
8.4k
points
asked
Jul 21, 2024
Mechanics of deformable bodies
gatexe-2024
mechanics-of-deformable-bodies
strain-energy
beam-theory
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0
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0
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GATE XE 2023 | Question: 70
Q.80 A uniform cantilever beam has flexural rigidity $E I$ and length $L$. It is subjected toa concentrated force $F$ and moment $M=2 F L$ at the free end as shown. Thede...
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8.4k
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Feb 14, 2024
Mechanics of deformable bodies
gatexe-2023
mechanics-of-deformable-bodies
beam-theory
beam-deflection
stress-analysis
numerical-answers
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