1. Beam Diagram 26 by CISC Handbook of Steel Construction. (1) using 4th-order differential equation to obtain the deflection equation y (i.e., Ax) for interval 0
1. Beam Diagram 26 by CISC Handbook of Steel Construction. (1) using 4th-order differential equation to obtain the deflection equation y (i.e., Ax) for interval 0
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:1. Beam Diagram 26 by CISC Handbook of Steel Construction.
(1) using 4th-order differential equation to obtain the deflection equation y (i.e., Ax) for interval 0<x<l.
(2) Where is the maximum deflection for Ax? And what is the maximum deflection?
26. BEAM OVERHANGING ONE SUPPORT - CONCENTRATED LOAD AT END OF OVERHANG
R₁ = V₁
R₂ = V₁ + V₂
V₂.
M max. (at R2₂)
M, (between supports)
M, (for overhang)
V
R₁
Shear
Moment
AR,
R₂
V₂
M
max
A max. between supports at x =
A max. (for overhang at x₁ = a)
A, (between supports)
Ax, (for overhang).
Pa
1
√3) .... =
P
(1 + a)
Pa
Pax
1
= P(a - x₁)
=
Pal2
9/3 EI
Pa²
3 Е!
PX
<= .06415
(1 + a)
Pax
6 Ell (1²-x2)
P
6 El
Pal2
EI
(2al + 3ax, - x₁²)
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