ShilohReuel
Mechanical
- May 6, 2014
- 1
Good day all
I've been browsing through the MW Kellogg Design Manual 3810, and came across the concept of linear moment of inertia. I have attached the paragraph from the 3810 design manual.
If I look at the general equation for moment of inertia of a rectangular section, I = bd^3/12.
However, in this manual for Figure III, I = b^3/3. I'm trying to get around this concept with no luck. Can someone please explain this 'Linear Moment of Inertia', and how did the author get to I = b^3/3.
Your assistance in this regard will be highly appreciative,
I've been browsing through the MW Kellogg Design Manual 3810, and came across the concept of linear moment of inertia. I have attached the paragraph from the 3810 design manual.
If I look at the general equation for moment of inertia of a rectangular section, I = bd^3/12.
However, in this manual for Figure III, I = b^3/3. I'm trying to get around this concept with no luck. Can someone please explain this 'Linear Moment of Inertia', and how did the author get to I = b^3/3.
Your assistance in this regard will be highly appreciative,