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In terms of resistance R and time T, the dimensions of ratio $$\frac{\mu}{\varepsilon}$$ of the permeability $$\mu$$ and permittivity $$\varepsilon$$ is:
The characteristic impedance $$Z$$ of a medium is defined by the ratio of permeability $$\mu$$ to permittivity $$\varepsilon$$:
$$Z = \sqrt{\frac{\mu}{\varepsilon}}$$
$$[Z] = [R]$$
$$\left[ \frac{\mu}{\varepsilon} \right] = [R^2]$$
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