Location: Hodgkin & Huxley (1952) model @ ab2962b87966 / sed-ml / fig14.dig

Author:

WeiweiAi <wai484@aucklanduni.ac.nz>

Date:

2022-03-31 10:48:40+13:00

Desc:

Add open channel IV of HH models; Add simulation and plot python scripts

Permanent Source URI:

https://models.cellml.org/workspace/64f/rawfile/ab2962b8796666ad9938a2577611c954f006b5fd/sed-ml/fig14.dig

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