Model Mathematics

ADHNA1 = \frac{CNA - CNR}{142 - CNR} ADHNA = \{\begin{matrix} 0 if ADHNA1 < 0 \\ ADHNA1 otherwise \end{matrix}

ADHPA = \{\begin{matrix} ADHPUL if PA1 > ADHPUL \\ PA1 otherwise \end{matrix} ADHPR = {(ADHPUL - ADHPA)}^{2} ADHPAM

ADH1 = ADHNA + ADHPR + ADHINF ADH = \{\begin{matrix} 0 if ADH1 < 0 \\ ADH1 otherwise \end{matrix}

\frac{d}{d time} (ADHC) = \frac{ADH - ADHC}{ADHTC}

ADHMV1 = ADHVUL - (\frac{ADHVUL - 1}{\frac{ADHVLL - 1}{ADHVLL - ADHVUL} (ADHC - 1) + 1}) ADHMV = \{\begin{matrix} ADHVLL if ADHMV1 < ADHVLL \\ ADHMV1 otherwise \end{matrix}

ADHMK1 = ADHKUL - (\frac{ADHKUL - 1}{\frac{ADHKLL - 1}{ADHKLL - ADHKUL} (ADHC - 1) + 1}) ADHMK = \{\begin{matrix} ADHKLL if ADHMK1 < ADHKLL \\ ADHMK1 otherwise \end{matrix}

Model Curation

Source: Derived from workspace Guyton, Antidiuretic, Hormone, 2008 at changeset 1d5742d2f279.

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