Wednesday, April 18, 2018

Complete Derivation of Mass Moment of Inertia of Hemisphere(Half Sphere) about the symmetric axis of Rotation.


The top half of the sphere is created by rotating the circle of x2+y2=r2 around the y-axis. If the rigid body has mass m and density (rho), find the mass moment of inertia about y-axis in terms of m and rho. 


How to Balance a Closed Traverse - Use of Compass(Bowditch) Rule - Solved Example

Hi, Problem: Following is the Field Data for a 4 sided, closed traverse, and you have to find the azimuth, bearings and corrected distan...