Skip to content
  • Home
  • Blog posts
  • linear Algebra -Matrices
  • Discrete Math
  • Engineering Economy
  • First moment of area-plain shapes
  • First moment of area-round shapes
  • Introduction to Structural Steel
  • Mechanics of materials
    • Discontinuity functions
    • Videos for discontinuity function.
  • Numerical analysis
    • Introduction to Interpolation
    • Solution of linear systems
    • Solving non linear equations
  • Bolted Connection
  • Compression Members
  • Steel Beams
    • Elastic and plastic sections
    • local buckling
    • Bending of non-compact sections
    • Block shear for beams-coped
    • Built up sections
    • Cb the coefficient of bending
    • lateral torsional buckling
    • Design a steel beam using Table 3-10
    • Shear for steel beams
    • Deflection for steel beams
    • Nominal loads-Plastic theory
  • Tension Members
  • Second moment of area for plain shapes
  • Maximum value of Ix and Iy
  • Videos for the Second moment of area
  • Videos for maximum moment of inertia
  • Courses BY SAMAAH SULTAN

A solved problem- First case of Mohr’s circle

A solved problem: case 1 of Mohr’s circle of inertia. A triangle with axes passing by the corner point. This is case 1: Ix is > Iy, and Ixy is positive.

7- A Solved problem-case-1-Mohr’s circle of inertia.

April 13, 2025March 24, 2022 by Maged kamel
A Solved problem for case 1, Ix>iy, and Ixy is positive.

The post includes Solved problem-case-1-Mohr’s circle of inertia. A solved problem is for a right-angle where the height is bigger than the base.

Categories Maximum value of Ix and Iy Tags A solved problem- First case of Mohr's circle

Categories

Trouble seeing the sharing buttons?
If you're using Chrome and the sharing options aren't showing, try one of these quick fixes:
  • Disable browser extensions that block ads or scripts
  • Clear your browser cache
  • Use Incognito mode to bypass extension interference

We recommend whitelisting magedkamel.com in your browser extensions for the best experience.

© 2025 "Engineering Oasis" • Built with GeneratePress