813 resultados para Freedom of Communication
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Edition for 1976 by the Office of Communication, U.S. Dept. of Agriculture.
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Mode of access: Internet.
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Contains index.
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In: The Trials with the defences at large of Mrs. Jane Carlile. London : R. Carlile, 1825.
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Appendix, pp.[50]-62, contains a "Brief historical sketch of the First Church in Salem," with an illustration of the meeting-house built in 1718.
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Appendix, pp.[40]-48, contains a "Brief historical sketch of the First Church in Salem."
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Special t.-p. to each volume.
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Mode of access: Internet.
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Hearings held May 21-22, October 15, 1974
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History of newspaper stamp taxes in England.
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Perspective.--Social momentum.---The seaman's point of view.--The rivalry of empires.--The freedom of nations.--The freedom of men.--Postscript.--Appendices.
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Place of publication varies: Easton, Pa., Apr. 1922-
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Mode of access: Internet.
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Este artigo é parte do relatório Cybersecurity Are We Ready in Latin America and the Caribbean?
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The multibody dynamics of a satellite in circular orbit, modeled as a central body with two hinge-connected deployable solar panel arrays, is investigated. Typically, the solar panel arrays are deployed in orbit using preloaded torsional springs at the hinges in a near symmetrical accordion manner, to minimize the shock loads at the hinges. There are five degrees of freedom of the interconnected rigid bodies, composed of coupled attitude motions (pitch, yaw and roll) of the central body plus relative rotations of the solar panel arrays. The dynamical equations of motion of the satellite system are derived using Kane's equations. These are then used to investigate the dynamic behavior of the system during solar panel deployment via the 7-8th-order Runge-Kutta integration algorithms and results are compared with approximate analytical solutions. Chaotic attitude motions of the completely deployed satellite in circular orbit under the influence of the gravity-gradient torques are subsequently investigated analytically using Melnikov's method and confirmed via numerical integration. The Hamiltonian equations in terms of Deprit's variables are used to facilitate the analysis. (C) 2003 Published by Elsevier Ltd.