This research explores specific energy and angular momentum on tube surfaces in Galilean space, highlighting features of rectifying curves and Clairaut's theorem.
In this paper, some features on the tube surface generated by rectifying curves are expressed in Galilean 3-space, and Clairaut’s theorem is generalized on this surface in Galilean space. Furthermore, the specific kinetic energy and the specific angular momentum are expressed on tube surface formed by rectifying curves that are geodesics obtained with the help of Clairaut’s theorem.
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Fatma Almaz (2025) studied this question.
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