Mrs Sedlock Principles of Chemistry and Physics

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Presentation transcript:

Mrs Sedlock Principles of Chemistry and Physics Work, Power, and Energy Mrs Sedlock Principles of Chemistry and Physics

Review Newton’s Laws were used to predict and describe an object’s motion In this unit we will discuss motion in terms of energy and work

Work Work - when force acts on an object and causes displacement of the object Force Displacement Cause In order for work to be done there must be a force that causes a displacement

Examples of Work

Examples of work A teacher applies a force to a wall and becomes exhausted.   A book falls off a table and free falls to the ground. A waiter carries a tray full of meals above his head by one arm straight across the room at constant speed. (Careful! This is a very difficult question that will be discussed in more detail later.) A rocket accelerates through space.

Work Any part of a force that does not act in the direction of motion does NO WORK in an object

Negative Work Sometimes force acts in the opposite direction of the displacement to prevent motion Ex: car skidding to a stop Baseball player sliding into home plate

Calculating Work Work = force x displacement Unit of work = J (Joules) 1 J = 1 N*m Ws work problems

Power

Power Power – is the rate of doing work Doing work at a faster rate requires more power to increase power, increase the amount of work done in a given amount of time Or do the same amount of work in less time

Power The snow blower can do more work in less time – so it has more power than the person shoveling

Calculating Power Power = work time Units Work is in Joules (J) Time is in seconds (s) Power is in watts (W) which is 1 Joule /second Ex: a 40-watt lightbulb requires 40 Joules each second that it is lit

Calculating Power You exert a vertical force of 72 Newtons to lift a box to a height of 1.0 meter in a time of 2.0 seconds. How much power is used to lift the box? (hint: remember that work = force x displacement ) 36 Watts

Horsepower One horsepower (hp) = 746 Watts

slapshot physics

Work and Machines drones

Machine Machines make work easier to do Change the size of the force Or the direction of the force Or distance over which a force acts

Increase force Each rotation applies a small force over a large distance, but each rotation lifts the car a short distance If a machine increases the distance over which you exert a force, then it decreases the amount of force you need to exert

Increasing distance The oars act as a machine to push the boat through the water Pulling the oar short distance near the boat translates to a large distance in the water – but you increase the force needed A machine that decreases the distance through which you exert a force increases the amount of force

Change of direction Some machines change the direction of the applied force Pulling back on the handle of the oar causes its other end to move the opposite direction Machines can change the direction of the force

Work Output The force that is exerted by a machine is called the output force The distance the output force is exerted through is the output distance work output = output force x output distance

Work Input and Work Output Because of friction, the work done by a machine is always less than the work done on the machine

Work input and work output The force you exert on a machine is called the input force the distance the input force acts through is called the input distance The work done in this process is called the work input Work input = input force x input distance

Work Input For the oar- the input force is the force exerted on the handle The input distance is the distance the handle moves The work input is the work you do to move the handle You can increase the work input by increasing the input distance, the input force, or both

The force the oar on the water causes an equal and opposite reaction force to be exerted by the water on the oar – this reaction force propels the boat through the water The only way to increase the work work output is to increase the amount of work you put into the machine

Mechanical Advantage and Efficiency

Mechanical Advantage Mechanical advantage of a machine is the number of times that the machine increases an input force

Actual Mechanical Advantage A loading ramp is a machine used to move heavy items into a truck The longer the ramp, the less force is needed to lift a refrigerator into the truck

Actual Mechanical Advantage (AMA) AMA = output force input force

Actual Mechanical Advantage If the ramp has a rough surface it will have less mechanical advantage than a ramp with a smooth surface It takes a greater force to overcome the friction

Ideal Mechanical Advantage(IMA) Ideal mechanical advantage of a machine is the mechanical advantage in the absence of friction Because friction is always present, the actual mechanical advantage of a machine is always less than the ideal mechanical advantage

Ideal Mechanical Advantage(IMA) IMA = input distance output distance

Ideal Mechanical Advantage(IMA) A woman drives her car up onto wheel ramps to perform some repairs. If she drives a distance of 1.8 meters along the ramp to raise the car 0.3 meter, what is the ideal mechanical advantage of the wheel ramps? IMA = input distance = 1.8 m = 6 output distance 0.3 m

Efficiency Efficiency – the percentage of work input that becomes work output- usually expressed as a percentage The efficiency of ANY machine is always less than 100%

Efficiency Efficiency = work output x 100% work input

Quiz Review What is the unit for force? What is the unit for power? What is the unit for distance/displacement? What is the unit for time? What is the unit for work?

Quiz review You must exert a force of 4.5 newtons on a book to slide it across a table. If you do 2.7 Joules of work in the process, how far have you moved the book?

Quiz Review A catcher picks up a baseball from the ground. If the unbalanced force on the ball is 7.25 x 10 -2 Joules of work is done to lift the ball, how far does the catcher lift the ball?

Quiz Review A machine has a work output of 8 joules and requires 10 joules of work input to operate. What is the machine’s efficiency?

Quiz review What is the output distance of a machine with an input distance of 3.0 cm and an ideal mechanical advantage of 12?

Simple Machines

6 Types of Simple Machines Lever Wheel and axle Inclined plane Wedge Screw Pulley

Simple machines Many mechanical devices are combinations of the six types of simple machines

Lever Lever- a rigid bar that is free to move around a fixed point - the fixed point is known as the fulcrum

Lever There are 3 classes of levers based on the locations of input force, output force, and the fulcrum

Lever First Class lever Fulcrum of a first class lever is always between the input force and the output force Mechanical advantage depends on location of the fulcrum

Lever Second class lever- output force is between the input force and the fulcrum Input distance is larger than output distance , which means you need less force The mechanical advantage of a second class lever is always greater than 1

Lever Third class lever – input force is between the fulcrum and the output force Input distance is smaller than output distance Mechanical advantage is less than 1

Levers Levers Paul Rabil

Lever

Wheel and Axle Wheel and axle is a simple machine that consists of two disks or cylinders, each with a different radius The outer disk is the wheel and the inner disk is the axle The input force can be applied to the wheel or the axle

Wheel and Axle To calculate the mechanical advantage of the wheel and axle Can have a mechanical advantage less than or greater than 1 Mechanical advantage = radius of input radius of output

Wheel and Axle

Inclined Plane If the input distance is greater than the output distance, the input FORCE is DECREASED

Inclined plane Inclined plane- a slanted surface along which a force moves an object to a different elevation The ideal mechanical advantage of an inclined plane is the distance along the inclined plane divided by its change in height IMA = distance of inclined plane change in height Teacher demo

Wedges and Screws Wedges- v-shaped object that has inclined planes on the sides sloped toward each other The sloping sides push the wood a small distance apart Mechanical advantage is greater than 1

Wedges and Screws Screw- an inclined plane wrapped around a cylinder Screw that have threads closer together have a greater ideal mechanical advantage

Pulleys Pulley is a simple machine that consists of a rope that fits into a groove in a wheel Pulleys produce an output force that is different in size, direction, or both from the input force

Pulleys The ideal mechanical advantage (IMA) of a pulley system is equal to the number of rope sections supporting the load being lifted Three types of pulleys Fixed Pulley Movable pulley Pulley system

Pulleys Fixed Pulley Wheel attached in a fixed location Changes direction of the exerted force IMA is 1 because the rope will lift the load the exact distance you pull the rope

Pulleys Movable Pulley Is attached to the object being moved Reduce the input force

Pulleys Pulley system Mechanical advantage depends on how the pulleys are arranged Each segment of the rope exerts a force equal to the force you exert on the rope Pulleys

Compound Machines Combination of two or more simple machines that operate together The output force of one of the simple machines becomes the input force for another Ex: Clocks Bicycles

Compound Machines

Simple machines Bill Nye Simple MAchines

Energy

Energy Energy is the ability to do work Energy is transferred by a force moving an object over a specific distance Sooooo Work is a transfer of energy Both are measured in Joules

Types of Energy Kinetic energy Potential energy Energy of motion Energy of position, stored energy

if you double the mass, the KE is doubled Kinetic Energy The kinetic energy (KE) of an object depends on its mass (in kg) and speed (velocity v in meters per second) KE=½ mv2 if you double the mass, the KE is doubled if you double the speed, the KE is quadroupled!

Practice problem A 70 kg man is walking at a speed of 2.0 m/s. What is his kinetic energy? KE = ½ mv2 m= 70 kg v = 2.0 m/s KE = ½(70 kg) (2.0 m/s)2 KE = 140 J

Potential Energy Potential energy is the energy with the potential to do work Two common forms Gravitational Elastic

Gravitational Potential Energy Potential energy that depends on an objects height is called gravitational potential energy

Gravitational Potential Energy An object’s gravitational potential energy depends on its mass (m), height (h), and acceleration due to gravity (g) Potential Energy (PE) = mgh

Elastic Potential Energy Potential Energy of an object that is stretched or compressed is known as elastic potential energy Something is considered to be elastic if it springs back to its original shape Rubber band- energy you add is stored as potential energy

Forms of Energy Mechanical energy Thermal energy Chemical energy Electrical energy Electromagnetic energy Nuclear energy

Mechanical Energy Energy associated with motion

Thermal Energy All particles of matter are in constant motion so they have kinetic energy The total of the potential and kinetic energy of all microscopic particles make up its thermal energy

Thermal Energy

Chemical Energy Energy stored in chemical bonds When bonds are broken, energy is released that can do work

Chemical Energy

Electrical Energy The energy associated with electrical charges Electric charges can exert a forces that do work

Electrical energy

Electromagnetic Energy Form of energy that travels as a wave

Nuclear Energy Energy stored in atomic nuclei is nuclear energy

Nuclear Energy

How a Nuclear Power Plant Produces Electricity

Energy Bill Nye Energy