Putting It All Together: Energy and Motion
Getting Started
The previous lessons and activities in this unit provided examples that demonstrate the physical science concepts of mechanical energy, work and power, momentum and collisions, and friction and drag, while water wheels were used as a demonstration of work and power, if you look deeper into a water wheel system, you will see aspects of mechanical energy, momentum, and friction as well. Water turns the wheel by going from a high potential energy to kinetic energy. Also, if no load existed on the waterwheel and the water supply ran out, the wheel would keep turning, showing signs of momentum. However, friction would eventually bring the wheel to a stop.
In real-world physical systems, these energy of motion concepts are commonly interconnected with each other. Much of our everyday lives and safety depend on engineers designing vehicles and structures with a firm understanding of these concepts and their interaction. Imagine how these concepts interact in the use of skateboards, scooters, roller coasters, trains, cars, planes, trucks, bicycles, elevators, etc. In this lesson, we put all of these concepts together to understand how they work collectively in a hands-on, inclined ramp associated activity Energy In Collisions and Rolling Ramp Review.
Engineering Connection
Light rail trains are a modern form of public transportation powered by overhead electrical lines that travel along dedicated pathway of steel rails. To design these trains to be quiet, efficient and safe, engineers consider all of the energy of motion concepts: the work required to convert the mechanical energy when the train goes from a stopped position to forward/backward motion, how much momentum the train acquires between stations, and the power required to overcome the friction between the train's wheels and the effects of drag.
Picture yourself atop a big hill with a scooter. Do you know how much potential energy you have? How fast will you be going when you reach the bottom? How much momentum will you have at the bottom? If you press hard on your brakes and slide to a stop, how much work will friction have done? Today's activity models this scenario and helps you answer these questions
Energy in Collisions Activity: Materials
Think of situations that involve a combination of mechanical energy, momentum and collisions, work and power, and friction.
Energy in Collisions Activity: Procedure
Activity set-up. The height, h, is the vertical distance from the ground to the top of the angled yardstick. The distance, d, is the horizontal distance from the bottom of the ramp to the point where the cup with the ball comes to a rest.
Review: Tell Someone What you Learned Today