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An in-depth exploration of inclined planes, including stairs, ramps, wedges, and screws. Learn how to calculate their mechanical advantage using the given formulas and examples. Understand how these simple machines make lifting and moving objects easier.
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Read the following article on inclined planes highlighting important information within the article.
You probably are thankful that going from the first floor to the second floor here at Genoa Middle School we have stairs and not a ladder. If you didn’t know, stairs are a simple machine referred to as an inclined plane. Inclined planes are ramps that are always stationary. They work by spreading a weight out over a longer distance. Like all simple machines, they also have a mechanical advantage. To calculate the mechanical advantage (MA) of an inclined plane (stairs), you divide the diagonal distance from the front of a step up to the next front step by the overall height of the step.
A ramp is what most people think of when they hear the words inclined plane. It is just like stairs in that it is an inclined plane that is stationary (not moving). It’s called a machine because it allows you to raise an object from one level to another using less effort than if you simply lifted it straight up. Since ramps and stairs are identical, to calculate the MA, divide the length of the ramp by the height of the ramp.
Where a ramp is stationary, a wedge on the other hand is an inclined plane that moves when it is used. For example, if we were splitting a log, a wedge is a great tool that forces wood apart splitting it into smaller pieces. Wedges are also used to stop things such as doors. By placing a wedge under the door, it works just like an axe (except for the splitting part). In this case though, it stops the door from moving. The MA of a wedge is found by dividing the length of the wedge by the thickness at the widest end. The wedge is one of the least efficient simple machines because so much effort is used up trying to push it through something like the piece of wood above.
A screw is also an inclined plane. It can be thought of as a ramp wrapped around a cylinder. As you rotate the screw one full turn, the screw moves forward a distance equal to the size of the thread. This distance is usually small. Since you apply effort over a much longer distance (screws have real long ramps wrapped around them), screws have a large
ly mechanical advantage.
Create a graphic web for inclined planes:
Weight of the box lifted straight up PE of lifting the box 0.2 m
Length of the ramp in centimeters Height of bar 20 cm Mechanical Advantage
Weight of the box being pulled up the ramp
Genoa Stairs
Body Weight
Diagonal distance between steps
Height of one step
Mechanical advantage = diagonal distance between steps = _____________________ Height of one step
Body Weight = ________________ pounds Mechanical Advantage
If you haven’t noticed, all of the different inclined planes have the same formula for calculating the mechanical advantage, and it relies on one simple shape, the triangle.
MA =