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Square Angle

area of a Square Channel formula

A=t(2wt)
Symbol English Metric
A = area in2 mm2
t = thickness in mm
w = width in mm

L beam square 1Square angle is an angle iron with square legs, creating a right angle.  This type of angle iron has equal length sides forming a 90-degree corner.  It's commonly used as a structural component in various construction and engineering applications due to its rigidity and load-bearing capacity.  Square angles, like other angle iron profiles, come in various sizes, thicknesses, and materials to accommodate different load-bearing capacities and design requirements.  The cross-sectional properties of the angle, such as the moment of inertia and section modulus, determine its performance under different loading conditions.

Distance from Centroid of a Square Angle formulas

Cx=w2+wtt22(2wt)

Cy=w2+wtt22(2wt)

Symbol English Metric
C = distance from centroid in mm
t = thickness in mm
w = width in mm

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Elastic Section Modulus of a Square Angle formulas

Sx=IxCy 

Sy=IyCx 

Symbol English Metric
S = elastic section modulus in3 mm3
C = distance from centroid in mm
I = moment of inertia in4 mm4

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Perimeter of a Square Angle formula

P=4w
Symbol English Metric
P = perimeter in mm
w = width in mm

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Polar Moment of Inertia of a Square Angle formulas

Jz=Ix+Iy

Jz1=Ix1+Iy1

Symbol English Metric
J = torsional constant in4 mm4
I = moment of inertia in4 mm4

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Principal Axis of a Square Angle formula

d=w2+wtt22(2wt)cos(45)
Symbol English Metric
d = distance from principle axis in mm
t = thickness in mm
w = width in mm

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Radius of Gyration of a Square Angle formulas

kx=IxA 

ky=IyA 

kz=kx2+ky2 

kx1=Ix1A

ky1=Iy1A

kz1=kx12+ky12

Symbol English Metric
k = radius of gyration in mm
A = area in2 mm2
I = moment of inertia in4 mm4

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Second Moment of Area of a Square Angle formulas

Ix=t(wCy)3+w[w(wCy)]3(wt)[w(wCy)t]33 

Ix=t(wCy)3+w[w(wCy)]3(wt)[w(wCy)t]33 

Ix1=Ix+ACy 

Iy1=Iy+ACx

Symbol English Metric
I = moment of inertia in4 mm4
A = area in2 mm2
C = distance from centroid in mm
t = thickness in mm
w = width in mm

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Tortional Constant of a Square Angle formula

J=[w(t2)]+[w(t2)]t33 
Symbol English Metric
J = torsional constant in4 mm4
t = thickness in mm
w = width in mm

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