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The Curl of a Physical Quantity highlights it's _________ properties.
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Answer:
Rotational properties
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Answer:
The answer is Rotational properties.
Explanation:
There are two types of fields they are:
- Vector curl field
- Electric curl field
Vector curl field:
- The curl of a vector function is the cross product of the operator on the vector field.
- Curls of a vector field indicate whether it is a rotating or non-rotating field, as the magnetic field curls are non zero, indicating it is a rotating field.
Electric curl field:
- You will get a non-rotating type field when you check curl of electric field (conservative only), meaning the direction of electric field does not change continuously, and you will find a nonzero result if the electric field is produced by a time-varying magnetic field (and if the source is fixed).
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