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Robot Mechanisms and Mechanical Devices Illustrated - Profe Saul

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Chapter 9 Comparing Locomotion Methods 231<br />

robot. A rule of thumb to use when figuring out the robot’s width is to<br />

make it about 62 percent of the length of the robot.<br />

The components of the system each have their own volume, <strong>and</strong> moving<br />

parts sweep out a sometimes larger volume. These pieces of the robot<br />

are independent of the function of the robot, but take up volume.<br />

Including the volume of the mobility system’s pieces is useful. As will be<br />

seen later, weight is critical, so the total mass of the mobility system’s<br />

components needs to be included. Since mass is directly related<br />

(roughly, since materials have different densities) to the volume of a<br />

given part, <strong>and</strong> volume is easier to calculate <strong>and</strong> visualize, volume<br />

negates any need to include mass.<br />

Efficiency<br />

Another good rule of thumb when designing anything mechanical is that<br />

less weight in the structure <strong>and</strong> moving parts is always better. This rule<br />

applies to mobile vehicles. If there were no weight restriction <strong>and</strong> little<br />

or no size restriction, then larger <strong>and</strong> therefore heavier wheels, tracks, or<br />

legs would allow a vehicle to get over more obstacles. However, weight<br />

is important for several reasons.<br />

• The vehicle can be transported more easily.<br />

• It takes less of its own power to move over difficult terrain <strong>and</strong>, especially,<br />

up inclines.<br />

• Maintenance that requires lifting the vehicle is easier to perform <strong>and</strong><br />

less dangerous.<br />

• The vehicle is less dangerous to people in its operating area.<br />

For all these reasons, smaller <strong>and</strong> lighter suspension <strong>and</strong> drive train<br />

components are usually the better choice for high mobility vehicles.<br />

There are three motions in which the robot moves: fore/aft, turn, <strong>and</strong><br />

up/down, <strong>and</strong> each requires a certain amount of power. The three axes of a<br />

st<strong>and</strong>ard coordinate system are labeled X, Y, <strong>and</strong> Z, but for a mobile robot,<br />

these are modified since most robot’s turn before moving sideways. The<br />

robot’s motions are commonly defined as traverse, turn, <strong>and</strong> climb. A<br />

robot can be doing any one, two, or all three at the same time, but the<br />

power requirements of each is so different that they can easily be listed<br />

independently by magnitude. Climbing uses the most power <strong>and</strong> turning in<br />

place usually requires more power than moving forwards or backwards.<br />

This does not apply to all mobility systems but is a good general rule.

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