The coefficient of linear expansion for carbon steel is ________________ F?

The coefficient of linear expansion for carbon steel is approximately 0.0000063 per degree Fahrenheit. This value indicates how much a material expands per unit length for a change in temperature. In the case of carbon steel, its relatively higher coefficient compared to many other materials illustrates its ability to expand and contract notably in response to temperature changes, which is crucial in various applications such as construction and manufacturing.

Understanding this coefficient is important for millwrights, as it impacts how components fit together in machinery and structures. If materials expand or contract at different rates, it can lead to misalignments or structural weaknesses.