angle of yaw
111Désastre de Ténériffe — Catastrophe de Ténérife Catastrophe de Ténérife …
112flight, history of — ▪ aviation Introduction development of heavier than air flying machines. Important landmarks and events along the way to the invention of the airplane include an understanding of the dynamic reaction of lifting surfaces (or wings), building… …
113Vought F-8 Crusader — F 8 redirects here. For other uses, see F8 (disambiguation). F 8 (F8U) Crusader An F 8E from VMF(AW) 212 in …
114NRC Pterodactyl VIII — Role Research Glider National origin Canada Manufacturer National Research Council of Canada Designer Geoffrey T. R. Hill First flight 1946 Number built 1 …
115Mitsubishi Lancer Evolution — Manufacturer Mitsubishi Motors Production 1992–present Assembly Mizushima Plant, Kurashiki, Okayama …
116Conversion between quaternions and Euler angles — Spatial rotations in three dimensions can be parametrized using both Euler angles and unit quaternions. This article explains how to convert between the two representations. Actually this simple use of quaternions was first presented by Euler… …
117FreeTrack — Infobox Software name = caption = latest release version = v2.2 latest release date = October 7, 2008 operating system = Microsoft Windows genre = Optical motion tracking license = GNU General Public License website = [http://www.free track.net/… …
118bend — [n] curve angle, arc, bending, bow, corner, crook, curvation, curvature, deflection, deviation, flection, flexure, hook, lean, loop, round, sag, shift, tack, tilt, turn, twist, yaw, zigzag; concept 436 Ant. line bend [v1] form or cause a curve… …
119Atmospheric reentry — refers to the movement of human made or natural objects as they enter the atmosphere of a planet from outer space, in the case of Earth from an altitude above the edge of space. This article primarily addresses the process of controlled reentry… …
120Rotation representation (mathematics) — In geometry a rotation representation expresses the orientation of an object (or coordinate frame) relative to a coordinate reference frame. This concept extends to classical mechanics where rotational (or angular) kinematics is the science of… …
