time derivative sentence in Hindi
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- Where is time, and each overdot denotes one time derivative.
- (each dot over a quantity indicates one time derivative ).
- The time derivative of the displacement vector is the velocity vector.
- Classical mechanics retains Newton's dot notation for time derivatives.
- The time derivative of an integral over a volume is defined as
- Traditionally, algebraic formulae determine time derivatives of the coarse model.
- It should not be confused with the time derivative of the entropy.
- The partial time derivatives suggest using two of Maxwell's Equations.
- The steady state response is with all time derivatives set to zero.
- So, the formulation in terms of time derivatives is more elegant.
- Let us take the time derivative of the second equation.
- Space and time derivatives both enter to second order.
- The physical significance of this function is understood by taking its total time derivative
- This is achieved by the upper convected time derivative.
- Each overdot is a shorthand for a time derivative.
- Strain rate will then be time derivative of strain.
- The time derivatives of the generalized coordinates are the " generalized velocities"
- For both momentum equations, the time derivative becomes
- In terms of time derivatives it reads:
- The over-dots represent time derivatives.
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