Jones1994_BloodCoagulation
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ABSTRACT:
Jones1994_BloodCoagulation
This model is built based on the
experimental findings described in Lawson et al., 1994
(PMID:8083241)
This model is described in the article:
A model for the
tissue factor pathway to thrombin. II. A mathematical
simulation.
Jones KC, Mann KG.
J. Biol. Chem. 1994 Sep; 269(37):
23367-23373
Abstract:
A mathematical simulation of the tissue factor pathway to
the generation of thrombin has been developed using a
combination of empirical, estimated, and deduced rate constants
for reactions involving the activation of factor IX, X, V, and
VIII, in the formation of thrombin, as well as rate constants
for the assembly of the coagulation enzyme complexes which
involve factor VIIIa-factor IXa (intrinsic tenase) and factor
Va-Xa (prothrombinase) assembled on phospholipid membrane.
Differential equations describing the fate of each species in
the reaction were developed and solved using an interactive
procedure based upon the Runge-Kutta technique. In addition to
the theoretical considerations involving the reactions of the
tissue factor pathway, a physical constraint associated with
the stability of the factor VIIIa-factor IXa complex has been
incorporated into the model based upon the empirical
observations associated with the stability of this complex. The
model system provides a realistic accounting of the fates of
each of the proteins in the coagulation reaction through a
range of initiator (factor VIIa-tissue factor) concentrations
ranging from 5 pM to 5 nM. The model is responsive to
alterations in the concentrations of factor VIII, factor V, and
their respective activated species, factor VIIIa and factor Va,
and overall provides a reasonable approximation of empirical
data. The computer model permits the assessment of the reaction
over a broad range of conditions and provides a useful tool for
the development and management of reaction studies.
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BIOMD0000000336.
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SUBMITTER: Michael Schubert
PROVIDER: BIOMD0000000336 | BioModels | 2024-09-02
REPOSITORIES: BioModels
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