Pages that link to "Item:Q3182286"
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The following pages link to A multiscale approach to modelling electrochemical processes occurring across the cell membrane with application to transmission of action potentials (Q3182286):
Displaying 19 items.
- Electric discharge of electrocytes: modelling, analysis and simulation (Q827793) (← links)
- Modeling \(H^ +\) and \(K^ +\) transport across cell membranes (Q1194393) (← links)
- A model of Na-K exchange during nerve excitation (Q1324312) (← links)
- On the dynamics of axonal membrane: ion channel as the basic unit of a deterministic model (Q1733756) (← links)
- An electro-diffusion model for computing membrane potentials and ionic concentrations in branching dendrites, spines and axons (Q1825156) (← links)
- Derivation of cable equation by multiscale analysis for a model of myelinated axons (Q2284910) (← links)
- Electric potential generation of electrocytes: modelling, analysis, and computation (Q2291026) (← links)
- A fast and robust numerical scheme for solving models of charge carrier transport and ion vacancy motion in perovskite solar cells (Q2306930) (← links)
- The Cardiac bidomain model and homogenization (Q2328349) (← links)
- Modelling in vivo action potential propagation along a giant axon (Q2512931) (← links)
- Electrodiffusion Model of Rectangular Current Pulses in Ionic Channels of Cellular Membranes (Q4507314) (← links)
- New insights on the interfacial tension of electrochemical interfaces and the Lippmann equation (Q4581348) (← links)
- Apprehending the effects of mechanical deformations in cardiac electrophysiology: A homogenization approach (Q4973279) (← links)
- A Fokker--Planck Approach to the Reconstruction of a Cell Membrane Potential (Q4997369) (← links)
- Charge transport modelling of Lithium-ion batteries (Q5056792) (← links)
- (Q5134585) (← links)
- Systematic derivation of a surface polarisation model for planar perovskite solar cells (Q5205832) (← links)
- Asymptotic models for transport in large aspect ratio nanopores (Q5205837) (← links)
- Neuronal cable equations derived from the hydrodynamic motion of charged particles (Q6102383) (← links)