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发布日期:2021年12月09日



SIMPLY SUPPORTED BEAM WITH DISTRIBUTED LOAD

Simply Supported Beam with Distributed Load Calculator for simply supported beam with uniformly, uniformly varying, trapezoidal, triangular and partially distributed loads.

Simply Supported Beam with Distributed Load
INPUT PARAMETERS
Parameter Value
Distributed load magnitude at a [wa] *
Distributed load magnitude at b [wb] *
Beam Length [L] 
Distance a
Distance b
Distance x
Modulus of Elasticity [E]
Distance from neutral axis to extreme fibers [c]
Second moment of area [I ]**

Note : Use dot "." as decimal separator.

Note * : wa and wb are positive in downward direction as shown in the figure and negative in upward direction.

Note ** : For second moment of area calculations of structural beams, visit " Sectional Properties Calculators".


RESULTS
Parameter Value
Reaction Force 1 [R1] ---
Reaction Force 2 [R2] ---
Transverse Shear Force @ distance x [Vx] ---
Maximum Transverse Shear Force [Vmax] ---
Moment @ distance x [Mx] ---
Maximum Moment [Mmax]蜜蜂视频app污下载 蜜蜂视频app污下载 ,经典日韩剧在线观看 经典日韩剧在线观看 ,乖进去就不一疼了 再深点 乖进去就不一疼了 再深点 ---
Slope 1 [θ1] ---
Slope 2 [θ2] ---
Slope @ distance x [θx] ---
Maximum Slope [θmax] ---
Deflection @ distance x [yx] ---
Maximum Deflection [ymax] ---
Bending Stress @ distance x [σx] ---
Maximum Bending Stress [σmax] ---

Note * : R1 and R2 are vertical end reactions at the left and right, respectively, and are positive upward. Shear forces and deflections are positive in upward direction and negative in downward direction. All moments are positive when producing compression on the upper portion of the beam cross section. All slopes are positive when up and to the right.

Note: Stresses are positive numbers, and these are stress magnitudes in the beam. It does not distinguish between tension or compression of the structural beam. This distinction depends on which side of the beam's neutral plane c input corresponds.



Slope



Deflection



Moment


Shear Force

Supplements:

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Reference:




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