Saturday, November 22, 2014

Triangle's Moment of Inertia (about its center of mass)

Purpose
In this lab, we were looking to find the moment of inertia of a triangle about its center of mass

Procedure + Lab Equipment
What we used:
  • rotating apparatus
    • disks
    • hanging mass
    • torque pulley
    • hanging mass
  • triangle
  • holder for triangle
  • caliper to measure
 What we did:
  1. we took measurements of the triangle
  2. we set the rotating apparatus with a hanging mass took angular acceleration of the rotating apparatus without the triangle, with the triangle on its base, and on its height
  3. we calculated the moment of inertia by experiment using angular acceleration and by calculations using calculus
 
This is the setup for the disks and holder only
This is the setup for when the triangle is on its base

This is the setup for when the triangle is on its height
Data
This is the angular acceleration for the disks with the holder


Data Analysis + Calculations
Calculations for the moment of inertia of a triangle about its center when its on its base 
Calculations for the moment of inertia of a triangle about its center when its on its height

1 comment:

  1. calculations shoud give 1/18MB^2. Your numbers are giving you something else. It looks as though the "d" you are using in your calculations is not 1/3·B.

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