I just asked chatGTP an interesting question that I've never been able to calculate on my own. I gave it the basic specs of an electric car with 74kw battery, ability to charge 10% to 80% in 18 minutes, efficiency of 3.6kw/mile at 70mph, efficiency of 3.0kw/mile at 80mph. The efficiency numbers are ones that I have experienced myself, assuming each trip was done at the same temperature and terrain.
I then asked it the length of a trip when driving at each speed would take the same amount of time and which speed would be faster in a longer trip. The surprising answer was shorter than I expected and is listed below:
"chatGTP: Thus, the crossover distance happens approximately at 309.6 miles. Beyond this distance, driving at 70 mph will be faster considering the necessary recharge times."
I also gave me a long list of formulas and calculations that were required to achieve at that answer. Of course, we can't always charge to 80% when we are at 10% because charger location (especially working ones) are not always available, but that is true at either speed. And at 80mph, you would have to make more stops which would make charging time even more risky.
So if my trip is longer than 309 miles, it is faster for me to drive slower.
I then asked it the length of a trip when driving at each speed would take the same amount of time and which speed would be faster in a longer trip. The surprising answer was shorter than I expected and is listed below:
"chatGTP: Thus, the crossover distance happens approximately at 309.6 miles. Beyond this distance, driving at 70 mph will be faster considering the necessary recharge times."
I also gave me a long list of formulas and calculations that were required to achieve at that answer. Of course, we can't always charge to 80% when we are at 10% because charger location (especially working ones) are not always available, but that is true at either speed. And at 80mph, you would have to make more stops which would make charging time even more risky.
So if my trip is longer than 309 miles, it is faster for me to drive slower.