rasmusthsdr
New member
- Joined
- Jan 8, 2021
- Messages
- 1
Hi everyone
I have this problem that i simply can't figure out if i am allowed to do the following. I have represented it both in terms of the curl function and also of the gradient operator:
B is a vector field
[MATH]curl\left(-\frac{∂B}{∂t}\right)=-\frac{∂}{∂t} \left(curl\left(B\right)\right)[/MATH]
and
[MATH]\nabla\times \left(-\frac{∂B}{∂t}\right)=-\frac{∂}{∂t} \left(\nabla\times B\right)[/MATH]
Am i allowed to move that part out?
Best regards
Rasmus
I have this problem that i simply can't figure out if i am allowed to do the following. I have represented it both in terms of the curl function and also of the gradient operator:
B is a vector field
[MATH]curl\left(-\frac{∂B}{∂t}\right)=-\frac{∂}{∂t} \left(curl\left(B\right)\right)[/MATH]
and
[MATH]\nabla\times \left(-\frac{∂B}{∂t}\right)=-\frac{∂}{∂t} \left(\nabla\times B\right)[/MATH]
Am i allowed to move that part out?
Best regards
Rasmus