Abstract
Do you like to tell adults where to go and how to get there? Well, here's your chance to do it in the name of science! In this science fair project, you will see what happens to your car's fuel efficiency when it takes you downtown to see a movie, up a hill for a great view, or out for a cruise on a flat country road.Objective
To determine your car's fuel efficiency under different driving conditions.
Introduction
Imagine filling an empty milk jug with gasoline (gas). What could that gallon of gas do? Well, it won't sing or walk your dog for you, but if you could convert its energy content into electricity, it could run your refrigerator for ten days or wash your laundry for more than four months! Not bad, huh? Gas is a very concentrated source of energy that powers internal combustion engines like those found in most lawn mowers, leaf blowers, and cars. People don't worry too much about how many lawns they can mow (or leaves they can blow) on a gallon of gas, but they do think a lot about how many miles they can drive on a gallon of gas.
The number of miles a car can get out of one gallon of gas is known as fuel efficiency, and is measured (in the United States) in miles per gallon (MPG, for short). There are two types of MPG that people measure—instantaneous and average. Instantaneous means what is happening right now, at this instant, while average means what is happening over a period of time.
For example, if you took a snapshot every second of your instantaneous MPG for 5 seconds, you might get instantaneous readings of 24, 19, 23, 21, and 18, but your average over those 5 seconds would be 21 (the sum of those 5 numbers, divided by 5). The instantaneous MPG number is always changing, while the average MPG is more stable. In this science fair project you'll investigate the instantaneous MPG numbers and see how they change depending on what your car is doing—taking you downtown to a movie or up a hill for a great view.
Now what determines how many miles per gallon you can get out of your car? That depends on a lot of different factors, like:
The forces (the pushes and pulls) on your car are very important factors. On a flat road, the main forces on your car in the horizontal direction are shown in Figure 1. Friction makes it difficult for the car to move across the road. It is the force that opposes motion at the points where the wheels contact the road. Air drag makes it difficult for the car to move through the air. It is the force that opposes or resists motion through the air. The wind can produce a force in any direction, or not at all. The car produces a force that is applied to the wheels when gas is burned inside the engine.
![]() |
| Figure 1. This drawing shows the horizontal forces on a car on a flat road. |
If the sum of the forces pushing on the car from the right equals the sum of the forces pushing on the car from the left, then the forces are balanced. Newton's First Law of Motion says that if the forces are balanced, then the car will keep on doing what it is doing. If, for example, it is stopped, it will remain stopped. If, however, it is rolling at a constant velocity, it will stay at that same velocity. In these cases, the car's acceleration, which means a change in its velocity, will be zero.
If, however, the forces become unbalanced, there will be an acceleration that is not zero. The velocity of the car will change. This is Newton's Second Law of Motion.
According to Newton's laws, in an imaginary world (or in outer space) without any drag, friction, or wind, all your car would need to do is produce a single force and with one big push to the wheels, it would roll along on a flat surface forever! Your MPG number would be almost infinite! You get a sense of this if you have ever gone ice skating before, where the friction force is very low. All you need to do is push off with one foot and you can glide along for quite some distance before having to push off again. Bend over to reduce your air drag, and you can go even farther before you have to push off again!
In the real word though, the friction, drag, and wind forces are all very big and very real, so your car must burn gas to make a rotational force, which turns the wheels to keep your car moving at a constant velocity. Your car must burn even more gas to increase its velocity and accelerate.
So what's going on under your car's hood? How does your car burn gas and create this rotational force? Well, a small drop of gasoline and air are squeezed into a small space and then ignited with a spark. The resulting small explosion creates an expanding gas, which pushes a piston that is attached to a crankshaft, and that rotates your car's wheels. Don't miss this exciting HowStuffWorks animation of a piston and crankshaft in action. It's amazing to think there are thousands of small, controlled explosions going on every day inside cars on the road!
You've learned about the forces on a car when it's out cruising on a flat stretch of road, but what happens when it comes to a hill? As shown in Figure 2, when a car drives to the top of a hill, not only is it overcoming friction, drag, and wind, but it is doing the additional work of raising the weight of the car to the height of the hill. This additional work requires that the car burn more gas than it would out on a flat road. What do you think happens to the instantaneous MPG numbers your car can achieve when it is going up a hill? Do the numbers go up or down?
![]() |
| Figure 2. This drawing shows the additional work the car must do when climbing a hill. |
When the car does this hard work of climbing the hill, it burns more gas to gain potential energy. Potential energy is a stored form of energy that has the potential or ability to do work. Potential energy can be changed into moving or kinetic energy when the car comes back down the hill. You have experienced this gain in potential energy and the change back into kinetic energy if you have ever huffed and puffed your way up a hill on a bike, and then coasted back down.
What do you think will happen to the instantaneous MPG measurements on your way back down a hill? If you don't know, there is one good way to find out! So buckle up, because here's your chance to play backseat driver and tell an adult where and how to drive!
Terms, Concepts and Questions to Start Background Research
Bibliography
This source shows an animation of a piston:
This source shows an animation of a crankshaft:
Materials and Equipment
Experimental Procedure
| Car Activity | Trial 1: 5 Seconds of Instantaneous MPG Readings | Trial 2: 5 Seconds of Instantaneous MPG Readings | Trial 3: 5 Seconds of Instantaneous MPG Readings | Average of the Fuel Efficiencies from the Three Trials (MPG) |
| The car is going at a constant low, velocity of __________ miles per hour on a flat road. Choose and record a velocity that is appropriate for the speed limits on your road. Cruise control, if available and appropriate for your driving conditions, will help maintain a constant velocity. | ||||
| Average | Average | Average | ||
| The car is going at a constant, high velocity of ___________ miles per hour on a flat highway. Choose and record a velocity that is appropriate for the speed limits on your road. Cruise control, if available and appropriate for your driving conditions, will help maintain a constant velocity. | ||||
| Average | Average | Average | ||
| The car is speeding up from a stop to a constant velocity of ________ miles per hour. Choose and record a velocity that is appropriate for the speed limits on your road. | ||||
| Average | Average | Average | ||
| The car is coasting on a flat road with the driver's foot off the accelerator. | ||||
| Average | Average | Average | ||
| The car is braking. | ||||
| Average | Average | Average | ||
| The car is going up a hill at a velocity of __________ miles per hour. Choose and record a velocity that is appropriate for the speed limits on your hill. | ||||
| Average | Average | Average | ||
| The car is going down a hill with the driver's foot off the accelerator (and braking, if necessary). | ||||
| Average | Average | Average |
Variations
Credits
Kenneth L. Hess, Science Buddies
Kristin Strong, Science Buddies
Edited by Peter Boretsky, Lockheed Martin
Last edit date: 2008-09-25 11:00:00
If you like this project, you might enjoy exploring careers in Energy & Power.
![]() |
Nuclear Engineer Nuclear engineers harness the power of the atom to help solve large and difficult problems facing humanity. They design power plants that create energy to power homes and businesses without producing greenhouse gases. They develop machines that image the human body and destroy cancer cells, sterilize food and medical equipment, and create new pest or drought-resistant seeds. They work to make the world a better place. |
![]() |
Power Distributors and Dispatcher Think of all the things in your home or school that use electricity, like the lights, TV, refrigerator, washer, microwave, music players, computer, and electronic devices. Now think of how you feel when the power goes out, even for just a moment. Power plant distributors and dispatchers have an important job—they work to keep electricity flowing to homes and businesses by carefully watching and planning for problems like big storms that could damage transmission lines, heat waves that cause a big surge in demand for power, or normal construction work, which could take transmission lines out of service. | |
![]() |
Power Plant Operator No matter what time of the day or night, or what the weather is like, power plant operators work to ensure that homes and businesses have a reliable source of power. They switch the plant generators on and off, as needed, and monitor and maintain generators, turbines, and pumps to prevent failures. |
![]() |
Nuclear Power Reactor Operator One in five United States homes and businesses is powered by nuclear power, and nuclear power reactor operators are the people who ensure that those reactors are operating safely and efficiently at all times. They monitor all equipment continuously, and implement procedures if malfunctions are observed. They also control and adjust the amount of power being generated, and the reactor coolant temperature as power demands change through the day and during weather events, like heat waves. | |
|
Join Science Buddies
Become a Science Buddies member! It's free! As a member you will be the first to receive our new and innovative project ideas, news about upcoming science competitions, science fair tips, and information on other science related initiatives. |