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Monodomain model

The monodomain model is a reduction of the bidomain model of the electrical propagation in myocardial tissue. The reduction comes from assuming that the intra- and extracellular domains have equal anisotropy ratios. Although not as physiologically accurate as the bidomain model, it is still adequate in some cases, and has reduced complexity.

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Boundary conditions

Neumann boundary condition
1 related topics

Overview

Bidomain modelBidomain model
2 related topics

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Boundary conditions

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Monodomain model

Nodes6
Edges5
Triples10
Avg. degree1.67
Density0.333333
Components1

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Monodomain model

Top relations

related to Derivation · 4
Monodomain model → Assuming, Sigma, The, This
related to Boundary conditions · 3
Monodomain model → Differently, Mathematically, Neumann
related to Formulation · 2
Monodomain model → Being, Sigma
is a · 1
Monodomain model → reduction of the bidomain model of the electrical propagation in myocardial tissue

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Important terminology

model bidomain displaystyle mathbf monodomain sigma ion frac lambda nabla cdot left right partial reduction boundary domain chi text tissue

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
Monodomain modelis areduction of the bidomain model of the electrical propagation in myocardial tissue0.90text
Monodomain modelrelated to Boundary conditionsDifferently0.60section
Monodomain modelrelated to Boundary conditionsMathematically0.60section
Monodomain modelrelated to Boundary conditionsNeumann0.60section
Monodomain modelrelated to DerivationThe0.60section
Monodomain modelrelated to DerivationThis0.60section
Monodomain modelrelated to DerivationSigma0.60section
Monodomain modelrelated to DerivationAssuming0.60section
Monodomain modelrelated to FormulationBeing0.60section
Monodomain modelrelated to FormulationSigma0.60section

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