A brief introduction to Mechanics - linear and rotational motion
Size: 41.88 MB
Language: en
Added: Jul 28, 2024
Slides: 21 pages
Slide Content
Mechanics
LINEAR MOTION
LINEAR DISPLACEMENT, x = ????????? LINEAR DISPLACEMENT, x = 50 m
LINEAR DISPLACEMENT, x LINEAR DISPLACEMENT/TIME = LINEAR VELOCITY v ,
ANY DIFFERENCE??????
UNIFORM VELOCITY 0 s 1s 20 m Velocity=20m/s 2s 20 m Velocity=20m/s
ACCELERATION The rate of change of velocity of an object with time 0 s 1s 10 m Velocity=10m/s 2s 20 m Velocity=20m/s NON UNIFORM VELOCITY
UNIFORM VELOCITY 0 s 1s 20 m Velocity=20m/s 2s 20 m Velocity=20m/s ACCELERATION=0
FORCE
INERTIA
INERTIA ====mass
ROTATION
ROTATIONAL MOTION ANGULAR DISPLACEMENT, θ
ROTATIONAL MOTION ANGULAR VELOCITY ω rate of change in angular displacement w = q t radians per second
rate of change in angular velocity ANGULAR ACCELERATION α α = w t
TORQUE
MOMENT OF INERTIA Inertia of a rotating body I Angular mass or Rotational inertia
FORCE AND TORQUE
Linear - Rotational linear displacement d x Angular displacement d θ velocity v angular velocity ω acceleration a angular acc. α mass m moment of inertia I p = mv L = I ω F = ma T = I α