The current is
"I=I_s(e^{\\frac{qV}{kT}}-1)." The dynamic resistance is
"r_{ac}=\\frac{kT}{qI}=\\frac{kT}{qI_s(e^{\\frac{qV}{kT}}-1)},\\\\\\space\\\\\nr_{ac}=\\frac{(1.38\\cdot10^{-23})300}{(1.6\\cdot10^{-19})(10\\cdot10^{-6})(2.72^{\\frac{(1.6\\cdot10^{-19})50}{(1.38\\cdot10^{-23})300}}-1)}=0." The reason for such a small resistance is the value of voltage of 50 V. Typically the value is less than 1 volt.
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