time derivative sentence in Hindi
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- The previous derivatives are consistent with the energy operator, corresponding to the time derivative,
- Then the two terms which contain time derivatives can be combined into a single term.
- Let \ dot { x } denote the time derivative of the constant mode x.
- Another result from the Legendre transformation relates the time derivatives of the Lagrangian and Hamiltonian:
- Where the dot represents a time derivative.
- The above inner product can also be written in terms of and its time derivative.
- And taking the total time derivative of the second equation and equating to the first.
- The remaining 3 Einstein equations contain only first order time derivatives of the metric tensor.
- When talking about a time derivative, a better analogy would be velocity and acceleration.
- This wave equation incorporates fractional time derivatives:
- It is agreed that time derivatives are taken with respect to the proper time \ tau.
- Equations ( ) and ( ) allow us to eliminate the time derivatives of \ theta.
- Where " i " times the time derivative is the Hamiltonian operator in quantum mechanics.
- Where in this context the overdot denotes a partial time derivative, not a total time derivative.
- Where in this context the overdot denotes a partial time derivative, not a total time derivative.
- The time derivative of the energy density ( using the product rule for vector dot products ) is
- If the rotation matrix is time dependent, then it does not commute with the time derivative.
- Consider the time derivative of ( 2 ), which we can compute using the chain rule,
- The total time derivative denoted d / d " t " often involves implicit differentiation.
- This velocity can be computed by taking the time derivative of the position of the center of mass.
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