Do you Need to find the curl of a vector field? Enter the components of the vector field, and our Curl Advanced Calculator will provide you with the result.
Curl Calculator
Enter the vector field components (F = P î + Q ĵ + R k̂):
Curl Calculator
Component | Description |
---|---|
Vector Field (F) | The vector field for which the curl is to be calculated. |
Partial Derivatives | The partial derivatives of the vector field components with respect to the variables. |
Curl (∇×F) | The curl of the vector field, indicating the rotation or swirling strength of the field. |
Formula | ∇×F = (∂F₂/∂x – ∂F₁/∂y)i + (∂F₀/∂y – ∂F₀/∂z)j + (∂F₀/∂x – ∂F₁/∂z)k |
Purpose | Used to calculate the curl of a vector field, aiding in the analysis of fluid dynamics and electromagnetic fields. |