secondary constraints sentence in Hindi
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- These are " not " secondary constraints, but conditions that fix and.
- A constraint derived in this manner is called a "'secondary constraint " '.
- The terminology of primary and secondary constraints is confusingly similar to that of first and second class constraints.
- Therefore, there are no secondary constraints and the arbitrary coefficients are completely determined, indicating that there are no unphysical degrees of freedom.
- The terminology of first and second class constraints is confusingly similar to that of primary and secondary constraints, reflecting the manner in which these are generated.
- Upon finding the secondary constraint one should add it to the extended Hamiltonian and check the new consistency conditions, which may result in still more constraints.
- Note that, frequently, all constraints that are found from consistency conditions are referred to as " secondary constraints " and secondary, tertiary, quaternary, etc ., constraints are not distinguished.
- Note that the 2 " N " rank and file constraints form the primary constraints, while the 4 " N " " 2 diagonal and reverse diagonals form the secondary constraints.
- Note this article uses secondary constraint to mean any constraint that was not initially in the problem or derived from the definition of canonical momenta; some authors distinguish between secondary constraints, tertiary constraints, et cetera.
- Note this article uses secondary constraint to mean any constraint that was not initially in the problem or derived from the definition of canonical momenta; some authors distinguish between secondary constraints, tertiary constraints, et cetera.
- When the first-class secondary constraints are added into the Hamiltonian with arbitrary as the first class primary constraints are added to arrive at the total Hamiltonian, then one obtains the "'extended Hamiltonian " '.
- Further, because each of first and last diagonal and reverse diagonals involves only one square on the chessboard, these can be omitted and thus one can reduce the number of secondary constraints to 4 " N " " 6.
- The distinction between primary and secondary constraints is largely an artificial one ( i . e . a constraint for the same system can be primary or secondary depending on the Lagrangian ), so this article does not distinguish between them from here on.
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