File:Math vnt calc.png

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Summary

\begin{align}
    v_{nt}(1\;\mathrm{kHz},300\;\mathrm{K}) &= \sqrt{ \quad 4kTR_i \quad + 4kT \left(R_{f_1}^{-1} + R_{f_2}^{-1}\right)^{-1} + \qquad e_n^2 \qquad +  \quad\; e_{n,ref}^2 \quad\;+ i_n^2 \left[ R_i^2 + \left(R_{f_1}^{-1} + R_{f_2}^{-1}\right)^{-2}\right]}\\
    &\approx \sqrt{\left(10.2\;\frac{\mathrm{nV}}{\sqrt{\mathrm{Hz}}}\right)^2 + \left(10.0\frac{\mathrm{nV}}{\sqrt{\mathrm{Hz}}}\right)^2 + \left(0.9\frac{\mathrm{nV}}{\sqrt{\mathrm{Hz}}}\right)^2 + \left(50\frac{\mathrm{nV}}{\sqrt{\mathrm{Hz}}}\right)^2 + \qquad \left(17.4\frac{\mathrm{nV}}{\sqrt{\mathrm{Hz}}}\right)^2}\\
    &\approx 55 \frac{\mathrm{nV}}{\sqrt{\mathrm{Hz}}}
\end{align}

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current15:02, 5 January 2026Thumbnail for version as of 15:02, 5 January 202613,788 × 2,625 (1.53 MB)Dvw (talk | contribs)\begin{align} v_{nt}(1\;\mathrm{kHz},300\;\mathrm{K}) &= \sqrt{ \quad 4kTR_i \quad + 4kT \left(R_{f_1}^{-1} + R_{f_2}^{-1}\right)^{-1} + \qquad e_n^2 \qquad + \quad\; e_{n,ref}^2 \quad\;+ i_n^2 \left[ R_i^2 + \left(R_{f_1}^{-1} + R_{f_2}^{-1}\right)^...
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