The transition temperature of a BCS superconductor with an average atomic mass of 199.5 is 4.18K. What is the transition
temperature for an average atomic mass of 203.4?
The transition temperature is inversely proportional to the square root of the atomic mass:
"T_1=\\frac k{\\sqrt{m_{a1}}},\\\\\\space\\\\\nT_2=\\frac k{\\sqrt{m_{a2}}},\\\\\\space\\\\\n\\frac{T_1}{T_2}=\\sqrt{\\frac{m_{a2}}{m_{a1}}},\\\\\\space\\\\\nT_2=T_1\\sqrt{\\frac{m_{a1}}{m_{a2}}}=4.14\\text{ K}."
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