{{page>wiki:headers:hheader}} ===== Linear Motion ===== (Lecture: 10 minutes) * Equations of motion and how to solve them ==== Reflections ==== This lecture was originally part of the [[..:..:activities:rfact:rfthockey|Turntable Hockey]] activity. The goal is to derive, and then solve, the differential equations which describe linear motion as seen in a rotating frame. The derivation is straightforward: Simply set the true accelaration equal to zero in the modified second law, and write down the components in terms of rotating coordinates. The result is a system of coupled second-order ODEs. The solution of these equations is not difficult, and is of possible interest to students in its own right. But there is no point in rushing through it. A possibly better choice is to quickly derive the equations, then ask for student feedback --- possibly as a SWBQ --- on ways to solve it. The actual solution can then be skipped --- but do emphasize that it is precisely the solutions to these equations which are studied in the [[..:..:activities:rfact:rfthockey|Turntable Hockey]] activity. {{page>wiki:footers:courses:rffooter}}