It is at a distance "l" from the axis of oscillation in the release plane, which is equal to 1 m ± 5 mm. The reduced mass of the pendulum is mo = 6,8 ± 0,05 kilograms. The relationship of "mo " to the total mass "m" of the pendulum and to the distance "d" between the centre of gravity of the pendulum and its axis of rotation is expressed in the equation:

http://www.europarl.europa.eu/ (...) (...) [HTML] [2003-06-30]

Sa distance "l" à l'axe d'oscillation dans le plan de lancement est égale à 1 mètre ± 5 mm. La masse réduite du pendule est mo = 6,8 ± 0,05 kg "mo " est relié à la masse totale "m" du pendule et à la distance "d" existant entre le centre de gravité du pendule et son axe de rotation par la relation

http://www.europarl.europa.eu/ (...) (...) [HTML] [2003-06-30]

http://www.europarl.europa.eu/ (...) [HTML] [2003-06-30]

It is at a distance "l" from the axis of oscillation in the release plane, which is equal to 1 m ± 5 mm. The reduced mass of the pendulum is mo= 6,8 ± 0,05 kilograms. The relationship of "mo" to the total mass "m" of the pendulum and to the distance "d" between the centre of gravity of the pendulum and its axis of rotation is expressed in the equation:

http://eur-lex.europa.eu/legal (...) (...) [HTML] [2002-12-31]

Sa distance "l" à l'axe d'oscillation dans le plan de lancement est égale à 1 mètre ± 5 mm. La masse réduite du pendule est mo = 6,8 ± 0,05 kg; "mo" est relié à la masse totale "m" du pendule et à la distance "d" existant entre le centre de gravité du pendule et son axe de rotation par la relation

http://eur-lex.europa.eu/legal (...) (...) [HTML] [2002-12-31]

http://eur-lex.europa.eu/legal (...) [HTML] [2002-12-31]

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Date index: 2022-12-03