Convective Derivative
A Derivative taken with respect to a moving coordinate system, also called a Lagrangian Derivative. It is given by
where
is the Gradient operator and 
is the Velocity of the fluid. This type of derivativeis especially useful in the study of fluid mechanics. 
When applied to ,
See also Convective Operator, Derivative, Velocity
References
Batchelor, G K. An Introduction to Fluid Dynamics. Cambridge, England: Cambridge University Press, p. 73, 1977.
- Euler's Rule
- Euler's Series Transformation
- Euler's Spiral
- Euler's Sum of Powers Conjecture
- Euler's Theorem
- Euler's Totient Rule
- Euler's Transform
- Euler's Triangle
- Euler Sum
- Euler Totient Function
- Euler Transformation
- Euler Triangle Formula
- Euler Walk
- Euler Zigzag Number
- Eutactic Star
- Evans Point
- Eve
- Even Function
- Even Number
- Eventually Periodic
- Everett Interpolation
- Everett's Formula
- Eversion
- Evolute
- Exact Covering System