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Factors Influencing Movement 1. Magnitude of F or T 2. Inertial characteristics of object such as it’s mass, friction factors 3. Pathway available Linear Speed Scalar quantity how fast only s = d/t Donavan Bailey 100m 9.84 Michael Johnson 200m 10.11 + 9.12 Linear Velocity Vector quantity how fast and in what direction v = d/t stride length x stride frequency Stride Length & Stride Frequency changes with running velocity FIGURE 10-3 on page 324 “Basic Biomechanics” 4th edition by Susan J. Hall Page 280 from course text Johnson vs Bailey • at 5.6 seconds in 150m Match Race: Bailey 25 strides (4.46 strides per sec) Johnson 27 strides (4.48 strides per sec) • at 1996 Olympics: Bailey 9.84 for 100m (avg v = 10.16mps) Johnson 9.22 for 2nd 100m (avg v = 10.84mps) • Fastest recorded 10m segment in 100m race is 0.83 seconds giving a velocity of 12.1mps / 43.5km per hr Linear Acceleration • • • • • Vector quantity changing speed OR changing direction a = (v2 - v1) (t2 - t1) 2 is final and 1 is initial (velocity & time) a is directly related to Force and only occurs when Force is applied or ceases • speeding up = + slowing down = - Universal Gravitation - Newton 1. Direct relationship between mass of 2 bodies and force of attraction between them 2. Indirect relationship between distance squared between 2 bodies and force of attraction between them 3. Falling bodies “attracted” to the ground by gaining speed @ 9.8mps per second 4. Upward projected bodies slow as above Zero Velocity Zero Acceleration Body at rest 1. Body at rest OR No motion 2. Body moving @ constant v OR 3. Body not changing direction Constant v No change rare in sport Figure F.2 page 280 Terminal v skydiving air = resistive Force g = motive Force F resistive = F motive Average v usually not a concern in study of motion v = d/t 40-50m in 1.11sec. average v = 9.01mps 1000m in 3:30min. average v = 4.76mps Instantaneous v at a given point takeoff release impact Figure F.3 page 281 INERTIA - Newton’s 1st Law • “resistance then persistence” 1. body at rest remains so until a net Force acts to accelerate the body 2. body moves in the direction of applied Force @ constant v until - that Force is changed in magnitude or - a Force from another direction is applied Projecting Objects Muscle torques are motive Force Air resistance is a resistive Force gravity resistive Force then motive Force friction may be a resistive Force ACCELERATION Newton’s 2nd Law Inertia = sluggishness/resistance to change Inertia is directly related to mass a = F/m a has a direct relationship with F a has an indirect relationship with m F centripetal Reaction • Inward seeking • • exerted along the path of the radius of the arc • • Fc = ma (radial) Body wants to continue on original path greater m or v requires greater friction/grip Pushing outward to get sufficient inward F centripetal to stay on the desired curved path