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Презентация была опубликована год назад пользователемRalitsa Ranchova

1 Simple Machines Physics

2 What are some simple machines? Lever Incline Plane Pulley

3 Simple Machines Multiply the effort force (allows you to use a smaller effort force to raise a heavier object). Change the direction of the force. Do not reduce the work input.

4 Archimedes: GIVE ME A PLACE TO STAND AND I WILL MOVE THE EARTH

7 Lever

8 A simple machine consisting of a rigid bar pivoted on a fixed point and used to transmit force, as in raising or moving a weight at one end by pushing down on the other.

9 Mechanical Advantage MA= Output Force(Weight of Object) Input Force (Effort) MA shows how much you are multiplying your effort force.

10 What is the trade off? What happens to the effort distance, when a machine multiplies the effort force? Answer: Effort distance increases

11 Ideal Mechanical Advantage IMA= Effort Distance (d in ) Output Distance (d out ) IMA is equal to MA in the absence of friction (ideal case).

12 IMA for a Lever IMA= Effort Distance = Effort Arm Output Distance Load Arm

13 Problem What is the ideal mechanical advantage of the lever shown? IMA=3 Fulcrum Load Effort

14 Types of Levers Type1 Type 2 Type 3

15 Incline Plane

16 d IN d OUT

17 Problem: Which has a greater IMA? A B

18 Problem: Find the IMA. 10m 5m

19 Pulleys

21 Single Fixed Pulley Ideally: W in =W out F in d in = F out d out IMA= d in /d out =1

22 Single Moveable Pulley IMA= 2

23 Combination of Fixed and Moveable Pulleys IMA= 2

24 IMA for Pulleys The IMA of pulleys can quickly be found by counting the number of lifting strands.

25 Question What is the IMA of the following pulleys?

26 Efficiency Efficiency indicates the percentage of the input work that was converted to useful work and not lost to friction. % eff = (W out / W in ) x 100 % % eff = (MA / IMA) x 100 %

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Derivative In calculus, a branch of mathematics, the derivative is a measure of how a function changes as its input changes. Loosely speaking, a derivative.

Derivative In calculus, a branch of mathematics, the derivative is a measure of how a function changes as its input changes. Loosely speaking, a derivative.

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