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Published byPriscilla Hodge Modified over 2 years ago

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Today’s lesson Impulse

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Measures the effect of the force. Measured in Newton seconds Ns. Equivalent to kgm/s 1Ns ≡ 1kg m/s

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Impulse a= ∆v/∆t F=ma F=m x ∆v/∆t F∆t = m x ∆v Remember: ∆v = (v 2 -v 1 ) F∆t = m x (v 2 -v 1 ) = ∆ p

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Impulse Ft = mv – mu The quantity Ft is called the impulse, and of course mv – mu is the change in momentum (v = final velocity and u = initial velocity) Impulse = Change in momentum

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Units Impulse is measured in Ns or kgm/s

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Impulse Note; For a ball bouncing off a wall, don’t forget the initial and final velocity are in different directions, so you will have to make one of them negative. In this case mv – mu = 5m - -3m = 8m 5 m/s -3 m/s

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Example Jack punches Chris in the face. If Chris’s head (mass 10 kg) was initially at rest and moves away from Jack’s fist at 3 m/s, and the fist was in contact with the face for 0.2 seconds, what was the force of the punch?

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Example Jack punches Chris in the face. If Chris’s head (mass 10 kg) was initially at rest and moves away from Jack’s fist at 3 m/s, and the fist was in contact with the face for 0.2 seconds, what was the force of the punch? m = 10kg, t = 0.2, u = 0, v = 3

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Example Jack punches Chris in the face. If Chris’s head (mass 10 kg) was initially at rest and moves away from Jack’s fist at 3 m/s, and the fist was in contact with the face for 0.2 seconds, what was the force of the punch? m = 10kg, t = 0.2, u = 0, v = 3 Ft = mv - mu

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Example Jack punches Chris in the face. If Chris’s head (mass 10 kg) was initially at rest and moves away from Jack’s fist at 3 m/s, and the fist was in contact with the face for 0.2 seconds, what was the force of the punch? m = 10kg, t = 0.2, u = 0, v = 3 Ft = mv – mu 0.2F = 10x3 – 10x0

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Example Jack punches Chris in the face. If Chris’s head (mass 10 kg) was initially at rest and moves away from Jack’s fist at 3 m/s, and the fist was in contact with the face for 0.2 seconds, what was the force of the punch? m = 10kg, t = 0.2, u = 0, v = 3 Ft = mv – mu 0.2F = 10x3 – 10x0 0.2F = 30

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Example Jack punches Chris in the face. If Chris’s head (mass 10 kg) was initially at rest and moves away from Jack’s fist at 3 m/s, and the fist was in contact with the face for 0.2 seconds, what was the force of the punch? m = 10kg, t = 0.2, u = 0, v = 3 Ft = mv – mu 0.2F = 10x3 – 10x0 0.2F = 30 F = 30/0.2 = 150N

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Force time graphs The graph shows the force acting on a tennis ball during a return shot. What does the area under the curve tell us? AREA= F X ∆t = impulse produced during the small time interval ∆t Area under F vs t graph = total impulse acting = total change in momentum produced.

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Now let’s try some fun questions!

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Momentum and Impulse v 2 =v 1 +at Kinematics equation mv 2 =mv 1 +mat mat=mv 2 -mv 1 Ft=mv 2 -mv 1 Impulse = I = Ft Impulse: The product of Force and time.

Momentum and Impulse v 2 =v 1 +at Kinematics equation mv 2 =mv 1 +mat mat=mv 2 -mv 1 Ft=mv 2 -mv 1 Impulse = I = Ft Impulse: The product of Force and time.

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