KiwiME
Well-Known Member
Here in New Zealand the government is going to add road taxes to our EVs in two years, adding costs of about $0.072 per km. Because I charge exclusively at public chargers I've been studying the cost effect of fast chargers that bill on a units + time basis. I was going to base my calcs on the widely-distributed charge profile from www.fastnl.nl that most of you have seen (bottom image) but thought I should verify at least part of it, noting it's winter here.
In 10°C ambient I did a short test from exactly 60% to 70% (using the charge limiter). I noted the charge rate at every 1% SoC and integrated that (in Excel) to calculate the kWh the car indicated has been delivered to the battery.
The billed amount was higher than calculated, presumably due to the car being 'on' so I could read the display, what I called 'overhead' in the spreadsheet.
You can see that instead of the 47 kW rate we would get in summer temps past 70%, it's down to around 22-23%. This ABB 50kW charger bills at $0.40/unit but if it was billing at the more common $0.25/unit+$0.25/minute the effective cost per unit is doubled to $0.80/unit.
It's also interesting that the calculated energy delivered to the battery at 7.43 kWh was a fair bit higher than the 6.4 kWh that 1/10 of the battery capacity would represent. There must be charging losses due to heating but 6.4/7.43 = 86% is far more than I would expect.
Is charging really that inefficient at a mere 10°C?


In 10°C ambient I did a short test from exactly 60% to 70% (using the charge limiter). I noted the charge rate at every 1% SoC and integrated that (in Excel) to calculate the kWh the car indicated has been delivered to the battery.
The billed amount was higher than calculated, presumably due to the car being 'on' so I could read the display, what I called 'overhead' in the spreadsheet.
You can see that instead of the 47 kW rate we would get in summer temps past 70%, it's down to around 22-23%. This ABB 50kW charger bills at $0.40/unit but if it was billing at the more common $0.25/unit+$0.25/minute the effective cost per unit is doubled to $0.80/unit.
It's also interesting that the calculated energy delivered to the battery at 7.43 kWh was a fair bit higher than the 6.4 kWh that 1/10 of the battery capacity would represent. There must be charging losses due to heating but 6.4/7.43 = 86% is far more than I would expect.
Is charging really that inefficient at a mere 10°C?

