Enji Technologies

templates

chevron-arrow

request templates

chevron-arrow

Docs

chevron-arrow

Feedback Board

chevron-arrow

log in to Enji-io

chevron-arrow
BurgerMenu

OUR TEMPLATES

LinkedIn

line

Calculators

line

Support

line

Privacy Policy

line

Compliance & Security

line

ENJI TECHNOLOGIES 2026

chevron-arrow

Back

Circle

Open in Enji.io

chevron-arrow

The solid circular structural shape has a completely filled, round cross-section. Its key characteristic is isotropic behaviour in bending, meaning its resistance to bending is uniform in all directions perpendicular to its axis. It possesses good compressive strength and is also effective in resisting torsional loads, although hollow circular sections are generally more efficient for torsion per unit of material. Common applications include shafts, pins, columns, and foundation piles.

Note: To use these calculations, open the page on your desktop to access the app link.

Scroll to see all calcs!
scroll right
Calculations
Description
Symbol Name
Value
Unit
Comment
0
Circle
1
figure wim2095d5968d
2
Radius
rt
5.00
mm
3
Diameter
Dt
10.00
mm
Dt
=
2⋅rt
=
2⋅5.00
4
Area
At
78.54
mm2
At
=
π⋅rt2
=
π⋅5.002
5
Circumference
Pt
31.42
mm
Pt
=
2⋅π⋅rt
=
2⋅π⋅5.00
6
Distance to centroid (x-axis)
Cx
5.00
mm
Cx
=
rt
=
5.00
7
Distance to centroid (x-axis)
Cy
5.00
mm
Cy
=
rt
=
5.00
8
Second moment of area about x-axis
Ix
490.87
mm4
Ix
=
π⋅rt44
=
π⋅5.0044
9
Second moment of area about y-axis
Iy
490.87
mm4
Iy
=
π⋅rt44
=
π⋅5.0044
10
Second moment of area about x1-axis
Ix1
2454.37
mm4
Ix1
=
5⋅π⋅rt44
=
5⋅π⋅5.0044
11
Second moment of area about y1-axis
Iy1
2454.37
mm4
Iy1
=
5⋅π⋅rt44
=
5⋅π⋅5.0044
12
Polar moment of inertia about centre
Jz
981.75
mm4
Jz
=
Ix+Iy
=
490.87+490.87
13
Polar moment of inertia about vertex
Jz1
4908.74
mm4
Jz1
=
Ix1+Iy1
=
2454.37+2454.37
14
Radius of gyration about x-axis
Kx
2.50
mm
Kx
=
IxAt
=
490.8778.54
15
Radius of gyration about y-axis
Ky
2.50
mm
Ky
=
IyAt
=
490.8778.54
16
Radius of gyration about z-axis
Kz
3.54
mm
Kz
=
Kx2+Ky2
=
2.502+2.502
17
Radius of gyration about x1-axis
Kx1
5.59
mm
Kx1
=
Ix1At
=
2454.3778.54
18
Radius of gyration about y1-axis
Ky1
5.59
mm
Ky1
=
Iy1At
=
2454.3778.54
19
Radius of gyration about z1-axis
Kz1
7.91
mm
Kz1
=
Kx12+Ky12
=
5.592+5.592
20
Elastic section modulus
S
98.17
mm3
S
=
IxCy
=
490.875.00
21
Plastic section modulus
Z
166.67
mm3
Z
=
4⋅rt33
=
4⋅5.0033