For given combined radiative and convective heat transfer coefficient ‘ht’ and given thermal conductivity k, Critical thickness of insulation for cylinder and sphere is given as

1
\(\frac{k}{{{h_t}}}\) and \(\frac{k}{{h_t^2}}\)
2
\(\frac{k}{{{h_t}}}\) and \(\frac{{2k}}{{{h_t}}}\)
3
\(\frac{{2k}}{{{h_t}}}\) and \(\frac{k}{{h_t^2}}\)
4
\(\frac{{2k}}{{{h_t}}}\) and \(\frac{k}{{{h_t}}}\)

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