For a fictional Manhattan, New York, just for a thought experiment if we assume spherical cows for a minute, lets say there are twelve straight avenues with dedicated lanes. Let's assume each avenue is 13.5 miles long. It takes 40.5 minutes to drive this at 20 miles per hour. That's 81 minutes for a full circle. So if you need a car every minute, that's only 81 cars, right? Does that mean you could service this entire fictional city with just 81*12 or 972 cars?
Something feels wrong though. Like it feels this is too inexpensive, too good to be true. Just my gut reaction. Thoughts?
People may quibble with the constants in that model. Even after eliminating competing private passenger traffic, a hop on/hop off local bus is probably not going to average 20 MPH. It would probably be more like 5-10 MPH.
This applies best to central cities with a grid layout of course, but that describes San Francisco well enough.