I recently bought steel ice cubes. A better name is probably "steel cubes with unidentified liquid" which I presume is water. When I opened the package I was quite surprised that they contained some liquid. I thought it was going to be a solid cube of steel. This made me think how do steel cubes compare to plastic cubes filled with water (or regular ice cubes)?
Volume of cube: $V=(2\ \mathrm{cm})^3=8\cdot10^{-6}\mathrm{m^3}$
Specific heat capacity of ice $C_i=2090\left[\mathrm{\frac{J}{kg ^\circ C}}\right]$
Specific heat capacity of steel $C_s=466\left[\mathrm{\frac{J}{kg ^\circ C}}\right]$
Density of ice $\rho_i=917 \left[\mathrm{\frac{kg}{m^3}}\right]$
Density of steel $\rho_s=7750 \left[\mathrm{\frac{kg}{m^3}}\right]$
I used the lower boundary for density of steel (from source).
Ice cubes:
Heat capacity $C=\rho_i\cdot V \cdot C_i \approx 15.33\left[\mathrm{\frac{J}{^\circ C}}\right]$
Steel cubes:
Heat capacity $C=\rho_s\cdot V \cdot C_s \approx 28.89\left[\mathrm{\frac{J}{^\circ C}}\right]$
Even though I used the lower boundary for the density of steel it still has more heat capacity than ice. From this it seems to make most sense to produce cubes of solid steel since it would cool your drink more.
Why do my steel cubes (used for cooling drinks) contain (presumably) water?
Could it be that solid steel cubes transfer their heat too quickly? Hence manufacturers add water inside which does lower the heat capacity but make the cubes cool for a longer time period? Or am I interpreting the results from my calculations wrongly? Or maybe my calculations are wrong?
Sources where I get values:
https://en.wikipedia.org/wiki/Steel
https://www.cs.mcgill.ca/~rwest/wikispeedia/wpcd/wp/i/Ice.htm
https://gchem.cm.utexas.edu/data/section2.php?target=heat-capacities.php