Question

A field has zero divergence and it has curls .the field is said to be.
a. Divergent,rotational
b.solen

Answer 1

Ques. A field has zero divergence and it has curls. The field is said to be

A. divergent, rotational

B. solenoidal, rotational

C. solenoidal, irrotational

D. divergent, irrotational

Answer:

The correct answer is option B. solenoidal, rotational.

Explanation:

• A field has zero divergence and it has curls that field is said to be "solenoidal, rotational".
• The path is solenoidal and possesses curl, making it rotational because it is not divergent.
• A solenoidal field is one that has zero divergence throughout.
• Rotational vector fields are distinct from solenoidal vector fields.
• An incompressible vector field with zero divergence is referred to as a solenoidal vector field.
• A solenoidal vector field is hence referred to as a divergence-free vector field.
• A vector field with persistent curl. also referred to as a vortical field or a circuit field.
• A rotational vector is a vector field with a non-zero curl.

• The correct answer is option B. solenoidal, rotational.

#SPJ3