moment of inertia Videos
The Easiest Golf Swing-Hammer Man Lavery Style
In this video clip Michael J. Lavery,, aka The Hammer Man of Golf, demonstrates the easiest golf swing possible with a 7 iron. He hits this ball with a nice fade and 180 yards. His secret lies in the fact that the MOI (Moment of Inertia) of his clubs are off the charts. The irons that he uses have a swing weight of F7. That is why the strike sounds so pure. He uses gravity and centrifugal force to move through the strike zone with tremendous ease. Notice that the backswing is half the ...
Buckling of a Thin Column.MP4
Comparison of two thin columns with identical cross-sectional area but different cross-sectional shapes. Euler buckling equation shows how different area moments of inertia affect precited buckling loads Note: during the calculations, I wrote height of stick 1 as being 4m when it is really4mm. It is correct in the next line and the result is correct.
Author: purdueMET; Tags: buckling strength of materials
Moment of inertia-part7of8-Discussion by Atheer Dawood Mahir
Description • Determining the moments of inertia of rotationally symmetric bodies from their period of oscillation on a torsion axle. • Comparing the periods of oscillation of two bodies having different masses, but the same moment of inertia. • Comparing the periods of oscillation of hollow bodies and solid bodies having the same mass and the same dimensions. • Comparing the periods of oscillation of two bodies having the same mass and the same body shape, but different dimensions....
Author: admslc; Tags: Moment inertia rotationally symmetric bodies period oscillation torsion axle hollow solid physics lab Atheer Dawood Mahir Walter Lewin MIT
Moment of inertia-part6of8-Work and results- Calculations by Atheer Dawood Mahir
Description • Determining the moments of inertia of rotationally symmetric bodies from their period of oscillation on a torsion axle. • Comparing the periods of oscillation of two bodies having different masses, but the same moment of inertia. • Comparing the periods of oscillation of hollow bodies and solid bodies having the same mass and the same dimensions. • Comparing the periods of oscillation of two bodies having the same mass and the same body shape, but different dimensions....
Author: admslc; Tags: Moment inertia rotationally symmetric bodies period oscillation torsion axle hollow solid physics lab Atheer Dawood Mahir Walter Lewin MIT
Moment of inertia-part5of8-Work and results-Sphere - Disk and Cylinder by Atheer Dawood Mahir
Description • Determining the moments of inertia of rotationally symmetric bodies from their period of oscillation on a torsion axle. • Comparing the periods of oscillation of two bodies having different masses, but the same moment of inertia. • Comparing the periods of oscillation of hollow bodies and solid bodies having the same mass and the same dimensions. • Comparing the periods of oscillation of two bodies having the same mass and the same body shape, but different dimensions....
Author: admslc; Tags: Moment inertia rotationally symmetric bodies period oscillation torsion axle hollow solid physics lab Atheer Dawood Mahir Walter Lewin MIT
Moment of inertia-part8of8-Additional Discussion by Atheer Dawood Mahir
Description • Determining the moments of inertia of rotationally symmetric bodies from their period of oscillation on a torsion axle. • Comparing the periods of oscillation of two bodies having different masses, but the same moment of inertia. • Comparing the periods of oscillation of hollow bodies and solid bodies having the same mass and the same dimensions. • Comparing the periods of oscillation of two bodies having the same mass and the same body shape, but different dimensions....
Author: admslc; Tags: Moment inertia rotationally symmetric bodies period oscillation torsion axle hollow solid physics lab Atheer Dawood Mahir Walter Lewin MIT
Moment of inertia-part4of8-Work and results-Measuring Masses and prepare the tables by Atheer Dawood Mahir
Description • Determining the moments of inertia of rotationally symmetric bodies from their period of oscillation on a torsion axle. • Comparing the periods of oscillation of two bodies having different masses, but the same moment of inertia. • Comparing the periods of oscillation of hollow bodies and solid bodies having the same mass and the same dimensions. • Comparing the periods of oscillation of two bodies having the same mass and the same body shape, but different dimensions....
Author: admslc; Tags: Moment inertia rotationally symmetric bodies period oscillation torsion axle hollow solid physics lab Atheer Dawood Mahir Walter Lewin MIT
Moment of inertia-part3of8-Compare buddies and use the practical method by Atheer Dawood Mahir
Description • Determining the moments of inertia of rotationally symmetric bodies from their period of oscillation on a torsion axle. • Comparing the periods of oscillation of two bodies having different masses, but the same moment of inertia. • Comparing the periods of oscillation of hollow bodies and solid bodies having the same mass and the same dimensions. • Comparing the periods of oscillation of two bodies having the same mass and the same body shape, but different dimensions....
Author: admslc; Tags: Moment inertia rotationally symmetric bodies period oscillation torsion axle hollow solid physics lab Atheer Dawood Mahir Walter Lewin MIT
Moment of inertia-part2of8-For solid cylinder by Atheer Dawood Mahir
Description • Determining the moments of inertia of rotationally symmetric bodies from their period of oscillation on a torsion axle. • Comparing the periods of oscillation of two bodies having different masses, but the same moment of inertia. • Comparing the periods of oscillation of hollow bodies and solid bodies having the same mass and the same dimensions. • Comparing the periods of oscillation of two bodies having the same mass and the same body shape, but different dimensions....
Author: admslc; Tags: Moment inertia rotationally symmetric bodies period oscillation torsion axle hollow solid physics lab Atheer Dawood Mahir Walter Lewin MIT
