How To Derive The Equation Of Torsion ( PART 2)

In this video, you will learn how to derive the torsion equation of a circular shaft step by step in a very simple way. IF YOU HAVE NOT WATCH THE PART 1 OF THIS CLASS LINK BELLOW 👇    •  How To Derive The Equation Of Torsion (PA...   TO SOLVE EXAM RELATED QUESTION CLICK THE LINK BELOW 👇    • How to Solve Torsion Problems Step-by-Step...   This Strength of Materials (SOM) tutorial explains the relationship between shear strain, angle of twist, torque, radius, and the polar moment of inertia using clear triangle analysis. We carefully analyze: The triangle formed by the shaft length and shear strain The triangle formed by radius and angle of twist How torque and polar moment of inertia are introduced into the equation By the end of this video, you will fully understand where the torsion formula comes from and how to apply it in problems and exams. Topics covered: Torsion of circular shafts Shear strain in shafts Angle of twist Polar moment of inertia Torsion formula derivation Strength of materials explained This video is perfect for engineering students preparing for exams and anyone struggling to understand torsion in SOM. #SOM #strengthofmaterial #torsionInCircularShaft #equationOfTorsion #derivationOfEquationOfTorsion