Madeline Horn edited To_analyze_this_data_we__.tex  over 8 years ago

Commit id: 5e7c9db156a5287781f1b1c1954446de97b0dc5a

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\label{eq:boltzmann}  V^2 = 4 K T R \Delta f  \end{equation}  where K is the Boltzmann Constant we are looking for, T is the temperature in Kelvin, R is the resistance in ohms, and $\Delta f$ is the \textbf{``equivalent ``equivalent  noise bandwidth'' (ENBW) }that that  we varied by changing the values on the low and high pass filters. \textbf{This would be a good place to point out} that the reason to find the slope is that it is proportional to $k_B$ or, if you prefer, equal to $k_B T \Delta f$.