Rich was kind enough to share his data, so I was fiddling with Excel graphing to see if I could notice anything interesting.
Discarding the data from [0%,50%] and [90%,100%] SOC allows me to zoom in on -- what I think is -- the interesting part of the graph. Here is a surface plot with the left axis being vehicles (A through T) and the right axis being time spent at version charge levels (from 51% to 89% SOC). Vehicle A has the least loss, while vehicle T has the most loss (ordered by the LP10K column, Rich, as you had it in the data).
I'm having trouble reading much definitive into the data. Nonetheless, what I think I see in the visualization is:
1. Spending much time at high charge (86-87%) decays range most.
2. Spending little time at medium high charge (85%) decays range second most.
3. Thus, the sweet spot is to spend a "reasonable" amount of time at medium high charge (85%).
#2 (and thus #3) might be explained in that doing so allows the pack the opportunity to rebalance
Note that the plot for (I think) M shoots a hole in #2 and #3 assertions, but the rest of the data seems to align with what I've described. Edit: Actually maybe it doesn't, that spike is around 80-81% SOC -- perhaps below the sweet spot where rebalancing has a chance to do its magic.
Here's the chart:
Discarding the data from [0%,50%] and [90%,100%] SOC allows me to zoom in on -- what I think is -- the interesting part of the graph. Here is a surface plot with the left axis being vehicles (A through T) and the right axis being time spent at version charge levels (from 51% to 89% SOC). Vehicle A has the least loss, while vehicle T has the most loss (ordered by the LP10K column, Rich, as you had it in the data).
I'm having trouble reading much definitive into the data. Nonetheless, what I think I see in the visualization is:
1. Spending much time at high charge (86-87%) decays range most.
2. Spending little time at medium high charge (85%) decays range second most.
3. Thus, the sweet spot is to spend a "reasonable" amount of time at medium high charge (85%).
#2 (and thus #3) might be explained in that doing so allows the pack the opportunity to rebalance
Note that the plot for (I think) M shoots a hole in #2 and #3 assertions, but the rest of the data seems to align with what I've described. Edit: Actually maybe it doesn't, that spike is around 80-81% SOC -- perhaps below the sweet spot where rebalancing has a chance to do its magic.
Here's the chart: