The molar heat capacity can be expressed in terms of Debye temperature:
"C_\\mu=\\bigg(\\frac{12}{5}\\bigg)\\pi^4R\\bigg(\\frac{T}{\\Theta}\\bigg)^3,\\\\\n\\space\\\\\n\\Theta=T\\sqrt[3]{\\frac{12\\pi^4R}{5C_\\mu}}=\\\\=(25+273)\\sqrt[3]{\\frac{12\\cdot3.14^4\\cdot8.314}{5\\cdot26.06}}=1254\\text{ K}."
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