... developed and are detailed. Subjects for further study have been indicated. 15 08 2008 04 02 2010 16 06 2010 20 08 2010 20 08 2010 accelerometers algebra angular velocity nonlinear differential equations Instruments for motion measurement are used in many...

...Philippe Cardou; Jorge Angeles Computing the angular velocity ω from the angular acceleration matrix is a nonlinear problem that arises when one wants to estimate the three-dimensional angular velocity of a rigid-body from point-acceleration measurements. In this paper, two new methods are proposed...

...L. Cveticanin; I. Kovacic In this paper the differential equations of the general motion of the rigid body with continual mass variation are considered. The impact force and the impact torque that occur due to addition or separation of the body with velocity and angular velocity which differs from...

...G. M. L. Gladwell; M. M. Khonsari, Fellow ASME; Y. M. Ram, Mem. ASME Depending on the speed of rotation, a gyroscopic system may lose or gain stability. The paper characterizes the critical angular velocities at which a conservative gyroscopic system may change from a stable to an unstable state...

..., and low melting alloy in cylindrical container was chosen for calibration of the experimental technique and the magnetic probe. Velocity and temperature profiles for liquid aluminum rotating in cylindrical container at different angular velocities are obtained for two different values of the depth. We...

... of molecular networks with different reference states. A constitutive framework, based on the experimental work of Tobolsky, is used to determine the evolution of deformation of a solid rubber cylinder spinning at constant angular velocity at an elevated temperature. Responses based on underlying neo-Hookean...

... 77204-4792, and will be accepted until four months after final publication of the paper itself in the ASME JOURNAL OF APPLIED MECHANICS . 26 September 2000 15 April 2001 buckling mechanical stability rotation angular velocity elasticity boundary-value problems Consider...

... is investigated through numerical integration in conjunction with Poincare´ map. It is shown that as the spin velocity increases, the chaotic motion turns into a regular motion. gyroscopes chaos angular velocity nonlinear dynamical systems In recent years, several researchers have conducted studies...

... rise to physically unrealistic response in this problem. In particular, solutions exist only for a sufficiently small angular velocity. As the velocity approaches this limiting value, the analysis predicts that the rotating cylinder collapses to a disk. It is shown here that this nonphysical behavior...