Wearables use small cells for them to operate, well the rather easier way to do it could be using glucose present in our blood. It is a very long time span research but the idea felt pretty amazing and we started working on it. We came across 1 dimensional cells with transport equations dealing in 1d, and we tried to get those cells to have a constant current density over time. The problem with such cells is that they cannot mentain a constant potential difference or a steady supply of current throughout time. We worked over 1057 iterations to get them to do jus that by changing the transport equations and getting the concentration gradient to build up enough potential to drive the cell.

Concentration of glucose falling over the cell distance, sicne it enables one to think of more dimensions to model, Glucose just does not flow in a 1d it rather flows in 3 dimension, adding more dimensions just changes the equaitons to multivariate transport equations, who have three variables and six sets of ODF to solve for using numerical analysis.
H+ gradient plot to enable further stages to be developed, that is increase concentration gradient by separating from a two stage process to 5 stage one
Constant reliable current mentained over the cell for all time periods after starting up. The work was impressive enough to be considered by Japanese government to invite us to research for two months there. b
Michelson menten kinetics on ODE 15 solver for 1 dimensional kinetics

A 3d study is hard to conduct to interaction between different enzymes and substrated in 3 dimension, a 1 dimensional model generates enough theoritical and simulation grounding for developing a constant voltage source. The model opens up gates to develop incisive biofuel cells that can glucose in blood to power small wearables.