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Vector calculus in cyclic coordinates

In physical calculations containing angular momenta, cyclic coordinates are frequently employed [379]. Cyclic unit vectors are introduced according to the following rules  [Pg.242]

Any vector A may be resolved over cyclic unit vectors eM  [Pg.242]

The quantities A thus defined are called contragredient components of the vector A. [Pg.242]

In addition to Eq. (A.3) one may also apply cogredient expansion of A. Then [Pg.242]

In this case the connections between the cogredient Ay, contragredient [Pg.242]


See other pages where Vector calculus in cyclic coordinates is mentioned: [Pg.242]    [Pg.243]    [Pg.244]   


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