\[\approx\rho\text{ of Zn }(\times10^{-8}\,\Omega\cdot\text{m at }20^\circ\text{C})\] The letters Zn are the chemical symbol for the metal zinc, and at first glance you might think that the rho (\(\rho\)) in this equation is the same as the rho in the equation for the number one, standing for density. This is not the case. Confusingly, rho can also represent

*resistivity*, as it does here.

Resistivity is the property of a substance to resist the flow of electricity. The maguscule omega (\(\Omega\)) stands for ohms, the standard unit of measure for

*resistance*, which is a slightly different property than resistivity. Resistance depends on circumstances such as how a substance is shaped, while the resistivity of a substance is independent of the shape it takes. (For example, a short, fat copper wire has a lower

__resistance__than a long, thin copper wire, but the

__resistivity__of the copper making up the wire is the same in both cases.)

In one respect, resistivity and density are similar: they are both temperature dependent, which is why the resistivity is specified at \(20^\circ\)C. If we look up the resistivity of zinc at \(20^\circ\)C, we find it to be \(5.90\times10^8\,\Omega\cdot\text{m}\).

Tune in next time for a number from geology! Click here to jump directly to it.

Since this is a series on science 'clocks', you should do an in-depth post on uranium-lead isotope dating of meteorites and lunar rocks!

ReplyDeleteHeh. It's mostly just about my specific "science clock," but you never know...

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