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Is current a tensor quantity

Anonymous

∙ 17y ago

Updated: 11/8/2022

We can say current is a zero rank tensor quantity.

Wiki User

∙ 17y ago

What else can I help you with?

Is conductivity a scalar quantity?

Scalar

Explain why the stress is considered as a tensor quantity?

If the surface area is very very small then stress is a Tensor quantity.... -MOGRE

Is stress is scalar quantity or vector quantity?

Stress is tensor quantity. The stress tensor has 9 components. Each of its components has a magnitude (a scalar) and two directions associated with it.

Is force a tensor?

no,Force is vector quantity

Is stress scalar or vector quantity?

Stress is tensor quantity. The stress tensor has 9 components. Each of its components has a magnitude (a scalar) and two directions associated with it.

Is every vector is a tensor and vice-versa?

A digital answer that is with yes or no will not help, so recall the defnition of vector being a quantity which has both magnitude and single direction .Tensor is a quantity of multi-directions. Vector is unidirectional quantity. Tensor is omnidirectinal quantity. So a vector could be viewed as a special case of tensors . Mohammed Khalil - Jordan

Why is stress a tensor quantity?

stress is having magnitude, direction and point of application of force

An arrow that represets the magnitude and direction of a physical quantity on a diagram is called a tensor?

It's called a vector

Is Inertia vector or scalor?

Inertia is a tensor quantity, which means it has both magnitude and direction. It is not solely a vector or scalar.

Why stress a tensor quantity?

stress is having magnitude, direction and point of application of force

Is electric current a basic quantity or a derived quantity?

Current is a basic quantity, measured in amperes.

What is the difference between a tensor and a vector?

In mathematics, a vector is a quantity that has both magnitude and direction, typically represented by an arrow. A tensor, on the other hand, is a more general mathematical object that can represent multiple quantities, such as scalars, vectors, and matrices, and their transformations under different coordinate systems. In essence, a tensor is a higher-dimensional generalization of a vector.

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