Impulse and Momentum (Video) Linear Momentum “The change of motion is ever proportional to the motive force impressed; and is made in the direction of.

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Presentation transcript:

Impulse and Momentum (Video)

Linear Momentum “The change of motion is ever proportional to the motive force impressed; and is made in the direction of the right [straight] line in which that force is impressed” Sir Isaac Newton What Newton called “motion” translates into “moving inertia”. SI unit for momentum momentum is a vector quantity Today the concept of moving inertia is called momentum which is defined as the product of mass and velocity. LARGE MASS, SMALL VELOCITY SMALL MASS, LARGE VELOCITY

Impulse and Momentum Newton’s 2nd Law was written in terms of momentum and force SI unit of impulse Impulse is a vector quantity momentum change Impulse causes a change of momentum for any object. This is analogous to work, which causes a change of energy for any object. IMPULSE MOMENTUM THEOREM = impulse

Third Law and Impulses Every action has an equal and opposite reaction: Every action takes just as long as the reaction so: The momentum changes are equal and opposite: Every impulse has an equal and opposite impulse: The momentum changes are equal and opposite:

Impulse and Safety MOMENTUM CHANGED BY A SMALL FORCE OVER A LONG TIME MOMENTUM CHANGED BY A LARGE FORCE OVER A SHORT TIME O ther examples of car safety that involve increased time and decreased force (but result in equal impulse) Airbags Seatbelts Crumple zones Bumpers Padding Highway Barriers Other examples force/time in impulse Air cushioned shoes Bending knees when landing Natural turf vs. artificial turf

Impulse of Sports In many sports you are taught to “follow through”. Why? A boxer who “rolls with the punch” will experience less force over more time. IN SPORTS THE IMPACT TIME IS SHORT, BUT EVERY BIT COUNTS! (video)video

Impulse Graphically Where Work =Fd (area), Impulse=Ft

Impulse of Sports In hitting a 47 gram golf ball you impact the ball for 1.5 ms giving it a speed of 75 m/s off the club head. How much force does the club push on the golf ball?

H.W. #6-2 (Page 213) [MC] #5-7 [CQ] #4-8 [E] #19-28