Electromag 1 Flashcards

(17 cards)

1
Q

Which of the following is not a vector

Weight
Momentum
Acceleration
Electric potential/ voltage

A

Electric potential

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2
Q

A vector field which has a vanishing divergence is called _____

A

Solenoidal field

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3
Q

A vector field with a vanishing curl is called as _____

A

Irrotational

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4
Q

Not considered as source field

A

Rotational field

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5
Q

Also known as gauss-ortogradsky theorem

A

Divergence theorem

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6
Q

Theorem that enables an integral taken over a VOLUME to be replaced by one taken over the SURFACE bounding that volume

A

Gauss’ theorem

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7
Q

Theorem that taken around a closed curve to be replaced by one taken over any surface bounded by that curve
Line<>surface

A

Stokes’ theorem

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8
Q

Line<> double integral

A

Green’s theorem

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9
Q

States that any smooth, rapidly decaying vector field can be resolved into the sum of an irrotational vector field and a solenoidal vector field

A

Helmholtz’ theorem

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10
Q

The scalar field V is said to be _____ in a given region if it’s laplacian vanishes in that region

A

Harmonic

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11
Q

Equation if scalar in not equal to zero

A

Poisson’s equation

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12
Q

Divergence curl is equal to __

A

Zero

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13
Q

Curl gradient is equal to ___

A

Zero

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14
Q

The equation is said to be laplace if the laplacian of a scalar field results into ___

A

Zero

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15
Q

It states that the vectors outward flux through a closed surface is equal to the VOLUME integral of the divergence over the AREA within the surface

A

Gauss divergence theorem

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16
Q

It states that the surface integral of the curl of a function over the SURFACE bounded by a closed surface will be equal to the LINE integral of the particular vector function around it

A

Stokes’ theorem

17
Q

The path traversal in a calculating the green’s theorem is

A

Counterclockwise