Stoaty
Well-known member
I have been noticing for a while that my Leaf doesn't seem to be doing quite as well as I expected in terms of range. Nothing earth shattering, but noticeable--even though I drive extremely conservatively. Now that I have my SOC meter (thanks, Gary) I have some figures that may back this feeling up. Assumptions (which may not be correct):
--a gid is a fixed amount of energy for a particular Leaf battery at a particular stage of its life (i.e., gid may represent a lower amount of energy as battery capacity declines)
--281 gids represent the entire usable energy for the Leaf
--the Leaf battery is charged at a rate of 3.3 KW when charging at 240 volts and 16 amps
Data:
Charged to 80%
Drove 46 miles, using 123 gids (224 gids minus 101 gids)
Charged back to 80% (224 gids again) in 2 hours, 25 minutes (=2.417 hours)
Trip Efficiency (dash) = 5.8 miles/KWh
Calculations:
Total KWh added to battery = 3.3 * 2.417 = 7.975 KWh
1 gid (for my battery) = 7.975/123 = .0648 KWh = 64.8 wh
Total usable battery capacity = 281 * .0648 = 18.2 KWh
As a check on the KWh used for the drive = 46 miles/5.8 miles per KWh = 7.931 KWh (almost exactly the same)
Approaching the problem from the miles driven angle:
Total available miles = 46 * (281/123) = 105.1 miles
Total usable battery capacity = 105.1 miles/5.8 miles per KWh = 18.12 KWh
Assuming these calculations are correct, my battery usable battery capacity = 18.2/21 = 86.8% of expected 21 KWh
Note: in another thread, surfingslovak guessed that a gid is 75 Wh, which would give a usable battery capacity of 281*75 = 21.075 KWh
Comments, pointing out calculation errors or invalid assumptions, etc. welcome. For those with a SOC meter, how many Wh is a gid on your Leaf using same method?
Addendum 10/8/11:
OK, here is a follow-up with more data from today:
Charged to 100% (273 gids) this AM
Drove 49 miles to Claremont
At destination read 130 gids (143 gids used for trip)
Efficiency on center console - 4.7 miles/KWh; efficiency on dash estimated to be 4.6 miles/Kwh (usually reads 0.1 lower on dash)
Calculations:
Total estimated range = 49*273/143 = 93.5 miles
Usable battery = 93.5/(4.7-.1) = 20.3 KWh
Capacity = 20.3/21 = 96.8% of expected
If we assume that the pack showed only 273 gids at 100% charge because the cells were slightly out of balance, the calculations change to:
Total estimated range = 49*281/143 = 96.3 miles
Usable battery = 96.3(4.7-.1) = 20.93 KWh
Capacity = 20.93/21 = 99.7% of expected
Either way, the results are very close to expected. Now, why the discrepancy? I believe that the KWh needed to recharge in my first test may have been low due to the Leaf perhaps charging at a higher rate for the middle of the battery, as suggested by a poster above. The calculation in my first test based on miles driven, gids used, and efficiency had an assumption that I forgot to mention, and one which was probably the culprit. I didn't actually measure the 5.8 miles/KWh in the first test, because every time I drove my work commute and measured (which was many, many times), the result always came out 5.8 (or occasionally 5.9).
Why would the efficiency change? For most of the summer, the temperature was running about 70 in my parking garage and 90-95 during the day at work (and my car was parked in the hot sun). The day I did test #1, I now realize that the temperature had suddenly changed to 55 in my condo garage, and about 60 degrees while I was at work. It seems that the efficiency may be less when the battery is colder. I noticed the difference today when I drove to Claremont also (exact same speed, etc.): efficiency was 4.7 miles/KWh, while 1-2 weeks ago it was 5.2 miles/KWh. Again, the weather today was running 55-60 degrees, a lot cooler than the last time I drove to Claremont.
Of course, there could be other reasons; perhaps I am not driving the same now (but pretty sure I am). I think the reason I have been noticing a decrease in range is due to a decrease in efficiency, not a decrease in pack capacity. I will post this as an addendum in the first post of the thread and change the title.
--a gid is a fixed amount of energy for a particular Leaf battery at a particular stage of its life (i.e., gid may represent a lower amount of energy as battery capacity declines)
--281 gids represent the entire usable energy for the Leaf
--the Leaf battery is charged at a rate of 3.3 KW when charging at 240 volts and 16 amps
Data:
Charged to 80%
Drove 46 miles, using 123 gids (224 gids minus 101 gids)
Charged back to 80% (224 gids again) in 2 hours, 25 minutes (=2.417 hours)
Trip Efficiency (dash) = 5.8 miles/KWh
Calculations:
Total KWh added to battery = 3.3 * 2.417 = 7.975 KWh
1 gid (for my battery) = 7.975/123 = .0648 KWh = 64.8 wh
Total usable battery capacity = 281 * .0648 = 18.2 KWh
As a check on the KWh used for the drive = 46 miles/5.8 miles per KWh = 7.931 KWh (almost exactly the same)
Approaching the problem from the miles driven angle:
Total available miles = 46 * (281/123) = 105.1 miles
Total usable battery capacity = 105.1 miles/5.8 miles per KWh = 18.12 KWh
Assuming these calculations are correct, my battery usable battery capacity = 18.2/21 = 86.8% of expected 21 KWh
Note: in another thread, surfingslovak guessed that a gid is 75 Wh, which would give a usable battery capacity of 281*75 = 21.075 KWh
Comments, pointing out calculation errors or invalid assumptions, etc. welcome. For those with a SOC meter, how many Wh is a gid on your Leaf using same method?
Addendum 10/8/11:
OK, here is a follow-up with more data from today:
Charged to 100% (273 gids) this AM
Drove 49 miles to Claremont
At destination read 130 gids (143 gids used for trip)
Efficiency on center console - 4.7 miles/KWh; efficiency on dash estimated to be 4.6 miles/Kwh (usually reads 0.1 lower on dash)
Calculations:
Total estimated range = 49*273/143 = 93.5 miles
Usable battery = 93.5/(4.7-.1) = 20.3 KWh
Capacity = 20.3/21 = 96.8% of expected
If we assume that the pack showed only 273 gids at 100% charge because the cells were slightly out of balance, the calculations change to:
Total estimated range = 49*281/143 = 96.3 miles
Usable battery = 96.3(4.7-.1) = 20.93 KWh
Capacity = 20.93/21 = 99.7% of expected
Either way, the results are very close to expected. Now, why the discrepancy? I believe that the KWh needed to recharge in my first test may have been low due to the Leaf perhaps charging at a higher rate for the middle of the battery, as suggested by a poster above. The calculation in my first test based on miles driven, gids used, and efficiency had an assumption that I forgot to mention, and one which was probably the culprit. I didn't actually measure the 5.8 miles/KWh in the first test, because every time I drove my work commute and measured (which was many, many times), the result always came out 5.8 (or occasionally 5.9).
Why would the efficiency change? For most of the summer, the temperature was running about 70 in my parking garage and 90-95 during the day at work (and my car was parked in the hot sun). The day I did test #1, I now realize that the temperature had suddenly changed to 55 in my condo garage, and about 60 degrees while I was at work. It seems that the efficiency may be less when the battery is colder. I noticed the difference today when I drove to Claremont also (exact same speed, etc.): efficiency was 4.7 miles/KWh, while 1-2 weeks ago it was 5.2 miles/KWh. Again, the weather today was running 55-60 degrees, a lot cooler than the last time I drove to Claremont.
Of course, there could be other reasons; perhaps I am not driving the same now (but pretty sure I am). I think the reason I have been noticing a decrease in range is due to a decrease in efficiency, not a decrease in pack capacity. I will post this as an addendum in the first post of the thread and change the title.