1238 18 6607 3 36172 document 6607 solve_metal_ion_wound_healing_bacteria_system_script.m text/plain 97e934cff4dedec20f3ad0650f4573e6 MD5 5029 2025-01-24 07:25:41 http://edata.bham.ac.uk/1238/1/solve_metal_ion_wound_healing_bacteria_system_script.m 1238 1 2 text/plain text public cc_by_4

solve_metal_ion_wound_healing_bacteria_system_script.m

data 6608 3 36174 document 6608 solve_metal_ion_wound_healing_bacteria_system.m text/plain 4d3265b6c1a477988790e64ec386e041 MD5 6484 2025-01-24 07:25:52 http://edata.bham.ac.uk/1238/2/solve_metal_ion_wound_healing_bacteria_system.m 1238 2 1 text/plain text public cc_by_4

solve_metal_ion_wound_healing_bacteria_system.m

data archive 627 disk0/00/00/12/38 2025-02-03 16:58:30 2025-02-03 17:21:18 2025-02-03 16:58:30 data_collection show Shirgill Sandeep s.shirgill@bham.ac.uk 0000-0001-6910-7592 10col_mede The files provide MATLAB code to numerically solve a system of non-linear partial differential equations modelling healing of a full-thickness wound with or without treatment using bioactive glass fibres. 2025-02-03 published University of Birmingham https://doi.org/10.25500/edata.bham.00001238 Model research-data@contacts.bham.ac.uk Institute of Immunology and Immunotherapy School of Mathematics bbsrc yes yes yes TRUE The model is solved numerically using finite difference schemes, in particular, central difference schemes are applied to diffusion and chemotaxis terms and a forward Euler method is used for time stepping.