Model Mathematics

PA1 = \{\begin{matrix} CRRFLX if CRRFLX > 0.0000001 \\ PA - EXE otherwise \end{matrix}

AUC = \{\begin{matrix} 0.005 (80 - PA1) AUC1 if PA1 < 80 \land PA1 \geq 40 \\ 0.2 AUC1 if PA1 < 40 \\ 0 otherwise \end{matrix}

AUC2 = \{\begin{matrix} O2CHMO (80 - PO2ART) if PO2ART < 80 \land PO2ART \geq 40 \\ O2CHMO 40 if PO2ART < 40 \\ 0 otherwise \end{matrix} AUC3 = AUC + AUC2

AUB = \{\begin{matrix} 0.016667 (160 - PA1) if PA1 < 160 \land PA1 \geq 80 \\ 1.3336 if PA1 < 80 \\ 0 otherwise \end{matrix} A1B = (AUB - 1) AUX + 1 AU6A = A1B - AU4 \frac{d}{d time} (AU6) = \frac{AU6A - AU6}{BAROTC} AU6C = AU6

AUN = \{\begin{matrix} 0.04 (40 - PA1) AUN1 if PA1 < 40 \\ 0 otherwise \end{matrix}

AULP = (\frac{15}{PLA + PRA + PPA} - 1) AULPM + 1

AUEX = {EXC}^{EXCXP}

AUTTL1 = (AUEX AULP (AUC3 + AU6C + AUN) - 1) EXCML + 1 AUTTL = \{\begin{matrix} 0 if AUTTL1 < 0 \\ AUTTL1 otherwise \end{matrix}

DAU = \frac{AUTTL - AU1}{AUDMP} \frac{d}{d time} (AU1) = DAU AUT = AUMAX - (\frac{AUMAX - 1}{ⅇ^{AUSLP (AU1 - 1)}}) AU = \{\begin{matrix} AUMIN if AUT < AUMIN \\ AUT otherwise \end{matrix}

VVR = (VV9 - (AU AUL)) + AUL AUO = AU - 1 AUH = AUO AUV + 1 AUR = AUO AUS + 1 AOM = AUO O2A + 1 AUM = {(AUO AUM1 + 1)}^{AUM2} AVE = AUO AUY + 1