Results 51 to 60 of about 12,663 (185)
Euler Angles for Space Shuttle
, 2011 The Euler (or Eulerian) angles, usually designated 'Phi','Teta', and 'Psi', uniquely determine the orientation of a rigid body in three-dimensional space. There are several conflicting conventions for defining the Euler angles, depending on the choice of
Blinder, S. M.
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Сalculation and analysis of characteristic point trajectories for planetary bevel gears with precessing satellites [PDF]
Научно-технический вестник Брянского государственного университетаThe article talks about research on the kinematics of precessing gears. The possible ways of precession generation based on the patent database are listed. A range of gearboxes with single-stage gears has been defined.
Vinnik P.M. +2 more
doaj +1 more source
Euler Angles for Space Shuttle
, 2016 The Euler (or Eulerian) angles, usually designated 'Phi','Teta', and 'Psi', uniquely determine the orientation of a rigid body in three-dimensional space. There are several conflicting conventions for defining the Euler angles, depending on the choice of
Blinder, S. M.
core +1 more source
In-flight calibration of the fluxgate magnetometer on Macau Science Satellite-1
Earth and Planetary PhysicsHigh-precision magnetic field measurements are crucial for understanding Earth’s internal structure, space environment, and dynamic geomagnetic variations.
YiXin Qiu +10 more
doaj +1 more source
Engineering Applications of Computational Fluid Mechanics, 2021 This paper mainly proposed a dynamic control method of particle distribution uniformity in a rolling circulating fluidized bed (RCFB) by using an air distribution plate. An Euler–Euler numerical simulation approach which is called two-fluid flow model is
Tong Zhao +4 more
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IDL Routine : Rotation Matrix to Euler Angles
, 2013 This IDL routine takes a rotation matrix as input, and returns the associated Euler angles.
Jonathan Gagné (479804)
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IDL Routine : Euler Angles to Rotation Matrix
, 2013 This IDL routine takes a set of three Euler angles as input, and returns the associated rotation matrix.
Jonathan Gagné (479804)
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Quaternions and Euler angles [PDF]
, 2016 Quaternions are presented in various ways: as pairs of complex numbers, using vectors, as 2 × 2-dimensional complex matrices, or 4 × 4-dimensional real matrices.
Lah, Tadeja
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Generalization of the Euler Angles
, 2002 It is shown that the Euler angles can be generalized to axes other than members of an orthonormal triad. As first shown by Davenport, the three generalized Euler axes, hereafter: Davenport axes, must still satisfy the constraint that the first two and ...
Markley, F. Landis +2 more
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, 2014 The relationship between Euler angles and symmetry-equivalent descriptions of crystal orientations are ...
Nolze, Gert
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