Work and Simple Machines

1. Work and Simple Machines Mandy Ennis Meeks Baldwin Arts and Academics Magnet School

2. Section 1 Work and Power

3. A. Work- occurs when a force causes an object to move in the same direction that the force is applied. • 1. Work involves motion, not just effort. • Work is done only when the force you exert on an object is in the same direction as the object’s motion. • Lifting a clothes basket is work, but carrying it while walking is not work. • When force is exerted at an angle, only the part of the force that is in the same direction as the motion does work.

4. B. Work can be calculated using the formulaWork= force x distance • Force is measured in Newtons, distance is measured in meters, and the unit for work is the joule. • Distance in the work equation is the distance an object moves only while the force is being applied.

5. C. Power- how quickly work is done. • Power can be calculated using the formula power= work done/ time needed • The unit of power is the watt

6. C. Power- how quickly work is done. 3. Doing work on an object increases the object’s kinetic energy. 4. The amount of work done is the amount of energy transferred and can be expressed in the power formula in place of work done: power= energy transferred/ time needed. 5. Power is always the rate at which energy is transferred.

7. Section 2 Using Machines

8. A. Machine- device that makes doing work easier.

9. B. Machines change the way a person does work, not the amount of work that needs to be done. • Input force- the effort, or work, force you exert on a machine. • Output force- the resistance force, or the work a machine does to move an object over some distance. • When using a machine, the output work can never be greater than the input work.

10. 4. Mechanical Advantage • Number of times the input force is multiplied by a machine. Calculated as: mechanical advantage= output force/ input force • Some machines make work easier by allowing you to exert a smaller force over a longer distance, resulting of a mechanical advantage of more than one.

11. 4. Mechanical Advantage • Number of times the input force is multiplied by a machine. Calculated as: mechanical advantage= output force/ input force b. Other machines allow you to exert your force over a shorter distance resulting in a mechanical advantage of less than one.

12. 4. Mechanical Advantage • Number of times the input force is multiplied by a machine. Calculated as: mechanical advantage= output force/ input force C. Still other machines allow you to change the direction of input fore resulting in a mechanical advantage equal to one.

13. C. Efficiency • Ability of a machine to convert input work to output work, calculated as Efficiency= output work/ input work x 100% • Friction reduces efficiency by converting some work into heat. • The efficiency of a real machine is always less than 100% because of friction. • Oil, or another lubricant, can increase efficiency by reducing the number of contact points between surfaces.

14. Section 3 Simple Machines

15. A. Simple machine- does work with only one movement. • A machine made of a combination of machines is a compound machine.

16. B. Inclined plane- a flat, sloped surface. • Less force is needed to move an object from one height to another using an inclined plane than is needed to lift the object. • As the inclined plane gets longer, the force needed to move the object gets smaller. • The mechanical advantage of an inclined plane is the length of the inclined plane divided by its height.

17. 4. Inclined plane that moves- wedge • Changes the direction of the applied force; example: your front teeth.

18. 5. Screw- inclined plane wrapped around a cylinder or post • The screw threads form the inclined plane on a screw, the mechanical advantage of the screw is the length of the inclined plane wrapped around the screw divided by the length of the screw.

19. C. Lever- any rigid plank that pivots about a point. • The point about which the lever pivots- fulcrum. • Mechanical advantage- divide the distance from the fulcrum to the input force by the distance from the fulcrum to the output force. • Ievers can be divided into classes depending on the position of the fulcrum.

20. D. Wheel and axle- two circular objects of different sizes that rotate together. • The mechanical advantage of a wheel and axle is found by dividing the radius of the wheel by the radius of axle. • In some cases, the input force turns the wheel, and the axle exerts an output force, resulting in a mechanical advantage that is greater than one; examples are a doorknob, a steering wheel, and a screw driver.

21. D. Wheel and axle- two circular objects of different sizes that rotate together. • In other cases, the input force turns the axle, and the wheel exerts the output force, resulting in a mechanical advantage of less than one; examples are a fan and a ferris wheel.

22. E. Pulley- grooved wheel with a roper or chain wrapped around it. 1. Fixed pulleys, such as on window blinds or flagpoles, are attached to an overhead structure and change the direction of the force you exert; they have a mechanical advantage of one.

23. E. Pulley- grooved wheel with a roper or chain wrapped around it. 2. Moveable pulleys are attached to the object being lifted and allow you to exert a smaller force; they have a mechanical advantage of two.

24. E. Pulley- grooved wheel with a roper or chain wrapped around it. 3. Pulley system- combination of fixed and moveable pullies.