Model Mathematics

Component: environment

Component: MP

ddtime MP = vsP BN n KAP n + BN n - vmP MP KmP + MP + kdmp MP

Component: MC

ddtime MC = vsC BN n KAC n + BN n - vmC MC KmC + MC + kdmc MC

Component: MB

ddtime MB = vsB KIB m KIB m + RN m - vmB MB KmB + MB + kdmb MB

Component: MR

ddtime MR = vsR BN h KAR h + BN h - vmR MR KmR + MR + kdmr MR

Component: PC

ddtime PC = ksP MP + V2P PCP Kdp + PCP + k4 PCC - V1P PC Kp + PC + k3 PC CC + kdn PC

Component: CC

ddtime CC = ksC MC + V2C CCP Kdp + CCP + k4 PCC - V1C CC Kp + CC + k3 PC CC + kdnc CC

Component: RC

ddtime RC = ksR MR + k10 RN - k9 RC + vdRC RC Kd + RC + kdn RC

Component: PCP

ddtime PCP = V1P PC Kp + PC - V2P PCP Kdp + PCP + vdPC PCP Kd + PCP + kdn PCP

Component: CCP

ddtime CCP = V1C CC Kp + CC - V2C CCP Kdp + CCP + vdCC CCP Kd + CCP + kdn CCP

Component: PCC

ddtime PCC = V2PC PCCP Kdp + PCCP + k3 PC CC + k2 PCN - V1PC PCC Kp + PCC + k4 PCC + k1 PCC + kdn PCC

Component: PCN

ddtime PCN = V4PC PCNP Kdp + PCNP + k1 PCC + k8 IN - V3PC PCN Kp + PCN + k2 PCN + k7 BN PCN + kdn PCN

Component: RN

ddtime RN = k9 RC - k10 RN + vdRN RN Kd + RN + kdn RN

Component: PCCP

ddtime PCCP = V1PC PCC Kp + PCC - V2PC PCCP Kdp + PCCP + vdPCC PCCP Kd + PCCP + kdn PCCP

Component: PCNP

ddtime PCNP = V3PC PCN Kp + PCN - V4PC PCNP Kdp + PCNP + vdPCN PCNP Kd + PCNP + kdn PCNP

Component: BC

ddtime BC = V2B BCP Kdp + BCP + k6 BN + ksB MB - V1B BC Kp + BC + k5 BC + kdn BC

Component: BCP

ddtime BCP = V1B BC Kp + BC - V2B BCP Kdp + BCP + vdBC BCP Kd + BCP + kdn BCP

Component: BN

ddtime BN = V4B BNP Kdp + BNP + k5 BC + k8 IN - V3B BN Kp + BN + k6 BN + k7 BN PCN + kdn BN

Component: BNP

ddtime BNP = V3B BN Kp + BN - V4B BNP Kdp + BNP + vdBN BNP Kd + BNP + kdn BNP

Component: IN

ddtime IN = k7 BN PCN - k8 IN + vdIN IN Kd + IN + kdn IN

Component: model_parameters