Linear Kinetics - continued. Ground reaction force in activities Runner … Increases stride over...
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Transcript of Linear Kinetics - continued. Ground reaction force in activities Runner … Increases stride over...
Linear Kinetics - continued
Ground reaction force in activities
Runner … Increases stride over slow-moderate
speed range Longer stride produces GRF’s w/larger
counteractive horizontal components Longer stride lengths increases shock
transmission up the extremity ( stress on the knees)
Ground reaction force in activities
High jumper Move with large
horizontal velocity with slight downward directed vertical velocity at stride before take-off
GRF reduces horizontal velocity & creates upward vertical velocity
Friction
Acts at the interface of surfaces in the opposite direction of the motion
Unit: N Magnitude determines ease/difficulty
of motion Example:
R
Fa
Fs
Friction
Maximum static friction (Fm)
Kinetic friction (Fk) – constant magnitude friction generated between two surfaces in contact during motion
Friction
What factors determine the amount of force needed to move an object?
Coefficient of friction () interaction between two surfaces Unit-less Relative ease of gliding Influencing factors?
Friction
Normal reaction force Greater the force, greater the friction Can we decrease the reaction force?
Can we reduce or increase the friction? Alter the coefficient of friction? Examples???
Friction in everyday life
Does greater contact area generate more friction?
Shoes/feet & surface interface
Rolling friction: deformation during contact Influenced by weight, radius & deformity Bike tires
Friction
Effect of fluid? Synovial fluid Speed skating Bowling ball
Collisions
Momentum: the quantity of motion that an object/body possesses Product of mass and velocity
M = mv
m = 80 kgv = 7 m/s
m = 90 kgv =6 m/s
Collisions
Momentum Principle of conservation of momentum
…..in the absence of external forces, the total momentum of a system remains constant…
M1 = M2
m1v1 + m2v2 = (m1 + m2)(v)
Collisions Impulse: product of a force and the
time interval over which the force acts
Impulse = Ft - from Newton #2
F = ma F = m(v2-v1/t)
Ft = (mv)2 – (mv)1
Ft = M
Collisions
Impulse examples