Relative permittivity and permeability of a material are -r and -r- respectively- Which of the following values of these quantifies are allowed for a diamagnetic material-

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Magnetic Susceptibility

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Question

Relative permittivity and permeability of a material are $ϵ_{r}$ and $μ_{r}$ , respectively. Which of the following values of these quantifies are allowed for a diamagnetic material?

ϵ_{r} = 0.5, μ_{r} = 0.5

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ϵ_{r} = 1.5, μ_{r} = 1.5

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ϵ_{r} = 0.5, μ_{r} = 1.5

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ϵ_{r} = 1.5, μ_{r} = 0.5

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Solution

The correct option is D $ϵ_{r} = 1.5, μ_{r} = 0.5$
For a diamagnetic material, $μ_{r}$ and $ϵ_{r}$ should have following bounds $0 < μ_{r} < 1$ and for any material $ϵ_{r} > 1$

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Relative permittivity and permeability of a material are ϵr and μr, respectively. Which of the following values of these quantifies are allowed for a diamagnetic material?

The correct option is D ϵr=1.5, μr=0.5For a diamagnetic material, μr and ϵr should have following bounds 0<μr<1 and for any material ϵr>1

Relative permittivity and permeability of a material are $ϵ_{r}$ and $μ_{r}$ , respectively. Which of the following values of these quantifies are allowed for a diamagnetic material?

The correct option is D $ϵ_{r} = 1.5, μ_{r} = 0.5$
For a diamagnetic material, $μ_{r}$ and $ϵ_{r}$ should have following bounds $0 < μ_{r} < 1$ and for any material $ϵ_{r} > 1$