corradoborg
Well-known member
- First Name
- Mike
- Joined
- Jun 29, 2021
- Threads
- 0
- Messages
- 114
- Reaction score
- 120
- Location
- Santa Cruz, CA
- Vehicles
- 2001 Toyota Tacoma S-Runner; F-150 Lightning order
- Occupation
- Corporate Physical Security Manager
The math isn't that straightforward. Drag is quadrupled when speed is doubled, but not energy use. Your calculations are assuming that aerodynamic drag is the ONLY consumer of energy, when the reality also includes the demands of acceleration, gravity (when going uphill), rolling resistance, and electricity use by BMS and other systems in the truck.I'm not a physicist or an engineer, so I must be misunderstanding you. Are you suggesting that a Tesla model 3 is 4x as efficient at 30 mph as 60 mph?
So using the 4x number, let's just say a Tesla Model 3 uses .07 Kwh per mile at 30 MPH.
And, let's say a Lightning will use .15 kwh per mile at 30 MPH.
If it takes 4 times as much energy at 60 MPH, then the model 3 would use .28 KWH at 60 mph giving it a range of 294 miles at that speed (as opposed to 1178 in range at 30 mph (82.5 / .07) and the Lightning will use .6 Kwh per mile at 60, giving the extended range battery a range of 218 miles at that speed (131 / .60) as opposed to 873 miles at 30 mph (131 / .15)
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