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How Closing Streets and Removing Traffic Lights Speed Up Urban Travel

AlvinofDiaspar

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From the Feb. 2009 issue of Scientific American, p. 21-22:

Optimization
Detours by Design
How closing streets and removing traffic lights speed up urban travel
By Linda Baker

Conventional traffic engineering assumes that given no increase in vehicles, more roads means less congestion. So when planners in Seoul tore down a six lane highway a few years ago and replaced it with a five mile-long park, many transportation professionals were surprised to learn that the city's traffic flow had actually improved, instead of worsening. "People were freaking out," recalls Anna Nagurney, a researcher at the University of Massachusetts Amherst, who studies computer and transportation networks. "It was like an inverse of Braess's paradox."

the brainchild of mathematician Dietrich Braess of Ruhr University Bochum in Germany, the eponymous paradox unfolds as an abstraction: it states that in a network in which all the moving entities rationally seek the most efficient route, adding extra capacity can actually reduce the network's overall efficiency. The Seoul project inverts this dynamic: closing a highway - that is, reducing network capacity - improves the system's effectiveness.

Although Braess's paradox was first indentified in the 1960s and is rooted in 1920s economic theory, the concept never gained traction in the automobile-oriented U.S. But in the 21st century, economic and environmental problems are bringing new scrutiny to the idea that limiting spaces for cars may move more people efficiently. A key to this counterintuititve approach to traffic design lies in manipulating the inherent self-interest of all drivers.

A case in point is "The Price of Anarchy in Transportation Networks," published last September in Physical Review Letters by Michael Gastner, a computer scientist at the Sante Fe Institute, and his colleagues. Using hypothetical and real world road networks, they explain that drivers seeking the shortest route to a given destination eventually reach what is known as the Nash equilibrium, in which no single driver can do any better by changing his or her strategy unilaterally. The problem is that the Nash equilibrium is less efficient than the equilibrium reached when drivers act unselfishly - that is, when they coordinate their movements to benefit the entire group.

The "price of anarchy" is a measure of inefficiency caused by selfish drivers. Analyzing a commute from Harvard Square to Boston Commons, the researchers found that the price can be high - selfish drivers typically waste 30 percent more time th an they would under "socially optimal" conditions.

The solution hinges on Braess's paradox, Gastner says. "Because selfish drivers optimize a wrong function, they can be led to a better solution if you remove some of the network links," he explains. Why? In part because closing roads makes it more difficult for individual drivers to chose the best (and most selfish) route. In the Boston example, Gastner's team found that six possible road closures, including parts of Charles and Main streets, would reduce the delay under the selfish-driving scenario. (The street closures would not slow drivers if they were behaving unselfishly.)

Another kind of anarchy could actually speed travel as well - namely, a counterintuitive traffic design strategy known as shared streets. The practice encourages driver anarchy by removing traffic lights, street markings, and boundaries between the street and the sidewalk. Studies conducted in northern Europe, where shared streets are common, point to improved safety and traffic flow.

The idea is that the absence of traffic regulation forces drivers to take more responsibilities for their actions. "The more uncomfortable the driver feels, the more he is forced to make eye contact on the street with pedestrians, other drivers and to intuitively go slower," explains Chris Conway, a city engineer with Montgomery, Ala. Last April the city council converted a signalized downtown intersection into a European-style cobblestone plaza shared by cars, bikes and pedestrians - one of a handful of such projects that are springing up around the country.

Although encouraging vehicular chaos seems at odds with the ideas presented in the price of anarchy study, both strategies downplay the role of individual driver in favor of improved outcomes for everyone. They also suggest a larger transportation niche for bicycles and pedestrians. As the Obama administration prepares to invest in the biggest public works project since the construction of the interstate system, the notion that fewer, more inclusive roads yield better results is especially timely.

Linda Baker is based in Portland, Ore

Faster Streets with Less Parking

New strategies in parking management could also improve urban traffic flow, remarks Patrick Siegman, a prinicipal with Nelson/Nygaard Consulting Associates in San Francisco, a transportation-planning firm. In a misguided effort to reduce congestion, planners in the 1950s required developers to promote a minimum number of free parking spaces - a strategy that "completely ignored" basic economics, Siegman says, referring to how lower prices increase demand.

Now limited urban space and concerns about global warming are inspiring city planners to eliminate these requirements. In San Francisco, for example, developers must restrict parking to a maximum of 7 percent of a building's square footage, a negligible amount. Although downtown employment has increased, traffic congestion is actually declining, Siegard says. With fewer free spaces to park, drivers seem to be switching modes, relying more on mass transit, cycling or just plain walking.

AoD
 
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To select an option other than driving, sometimes people need an option other than driving:

Seoul_Subway_linemap_en.png
 
They are not referring to people switching modes in Seoul - they are referring the effect of removing a route creates less alternative choices in roads. Nowhere in the article said that there is a reduction of car use - just an improvement in traffic flow.

Beyond that, posting an oversized subway map doesn't change the fact that you haven't read the article in detail and missed the point completely.

AoD
 
They are not referring to people switching modes in Seoul - they are referring the effect of removing a route creates less alternative choices in roads. Nowhere in the article said that there is a reduction of car use - just an improvement in traffic flow.

Actually, nowhere in the article does it mention that car use remained the same. It just said that "[...] when planners in Seoul tore down a six lane highway a few years ago and replaced it with a five mile-long park, many transportation professionals were surprised to learn that the city's traffic flow had actually improved, instead of worsening." "

That's why I posted Seoul's enormous subway system (the smallest wikipedia had)

Beyond that, posting an oversized subway map doesn't change the fact that you haven't read the article in detail and missed the point completely.

I read it, I just didn't read into it the same way you did. You should be careful telling people what they have and haven't done - you don't know them :D
 
And of course, in Toronto it has to be subway or no one will ride it, obviously.

What about Boston? It isn't like there is a huge range of alternatives exist in Cambridge, MA - and yet that same effect occurred. The point isn't about modal transfer, it is about the change in network linkage produce a change in driver behaviour that enhances traffic flow. Bring up the subway map is just trying to distract from that observation.

AoD
 
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And of course, in Toronto it has to be subway or no one will ride it, obviously.

No, I just didn't think Seoul had a big streetcar system in addition (and their subway system seems pretty good).

Toronto, whether it's subways, streetcars, or busses, doesn't have a particularly awesome public transit system. If you're on a subway line, you're set. There are still areas of the city, though, that are very difficult to get to with public transit - the neighbourhood that Jarvis (and then Mount Pleasant) feeds into would be one of those.

What about Boston? It isn't like there is a huge range of alternatives exist in Cambridge, MA - and yet that same effect occurred. What about the mathematical model?

Don't really know about Boston, other than that they have 4 subway lines in the metro area :)

The models didn't say why traffic was moving more efficiently, only that it was. It never delved into whether traffic and commuters were selecting other transportation means, or just moving faster on fewer roads with more cars (which on its own seems highly unlikely)
 
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here are still areas of the city, though, that are very difficult to get to with public transit - the neighbourhood that Jarvis (and then Mount Pleasant) feeds into would be one of those.

Boston or most American cities doesn't have a particularly "awesome" public transit system either. As to the comment re: neighbourhood - here is my rebuttal:

http://www3.ttc.ca/images/fixedImages/TTCRideGuide_5.pdf

Don't really know about Boston, other than that they have 4 subway lines in the metro area

Err, there is only one subway line going through Cambridge proper

The models didn't say why traffic was moving more efficiently, only that it was

Let me repost this section:

A case in point is "The Price of Anarchy in Transportation Networks," published last September in Physical Review Letters by Michael Gastner, a computer scientist at the Sante Fe Institute, and his colleagues. Using hypothetical and real world road networks, they explain that drivers seeking the shortest route to a given destination eventually reach what is known as the Nash equilibrium, in which no single driver can do any better by changing his or her strategy unilaterally. The problem is that the Nash equilibrium is less efficient than the equilibrium reached when drivers act unselfishly - that is, when they coordinate their movements to benefit the entire group.

The "price of anarchy" is a measure of inefficiency caused by selfish drivers. Analyzing a commute from Harvard Square to Boston Commons, the researchers found that the price can be high - selfish drivers typically waste 30 percent more time th an they would under "socially optimal" conditions.

The solution hinges on Braess's paradox, Gastner says. "Because selfish drivers optimize a wrong function, they can be led to a better solution if you remove some of the network links," he explains. Why? In part because closing roads makes it more difficult for individual drivers to chose the best (and most selfish) route. In the Boston example, Gastner's team found that six possible road closures, including parts of Charles and Main streets, would reduce the delay under the selfish-driving scenario. (The street closures would not slow drivers if they were behaving unselfishly.)

I think the "why" is explained rather clearly.

AoD
 
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Boston or most American cities doesn't have a particularly "awesome" public transit system either. As to the comment re: neighbourhood - here is my rebuttal:

http://www3.ttc.ca/images/fixedImages/TTCRideGuide_5.pdf

What does that rebut? Doesn't it highlight that the neighbourhood is pain to get to by public transit? Multiple buses? That's not a pain?


I think the "why" is explained rather clearly.

I think we have different definitions of clearly. I'd like to know more about the "why" that you think was answered there.

What, in that case, was the selfish route? And how does the optimal and unselfish route differ from it? How can we apply that to Toronto?
 
This is what replaced the unnamed Seoul highway. I much prefer this to what is planned for the Don River, which is in many ways an architectural swamp. (Yes, I am aware swamps are nature's water filter, but they aren't particularly pleasant to be in.)

Korea-Seoul-Cheonggyecheon-01.jpg
 
Another kind of anarchy could actually speed travel as well - namely, a counterintuitive traffic design strategy known as shared streets. The practice encourages driver anarchy by removing traffic lights, street markings, and boundaries between the street and the sidewalk. Studies conducted in northern Europe, where shared streets are common, point to improved safety and traffic flow

But in northern Europe everyone is used to order, so of course they'll be freaked out by the "anarchy" and drive carefully. If you replaced half of these northern Europeans with people from a place of true traffic chaos like Jakarta (where nobody expects order at all) I would think the situation would deteriorate real quick.

Because Holy Crap is the traffic in Jakarta ever a thing to behold. If the road is three lanes wide, there will be 5 cars driving abreast, multiple scooters (sometimes carrying entire families) weaving in and out, and a few people walking between cars trying to sell you stuff. To actually get anywhere, you have to drive *really* aggressively. That is, if traffic is moving at all. Sometimes a guy will stand in the middle of the intersection and play traffic cop -- and then when he waves you by, you roll down your window and hand him a tip.
 
I think we have different definitions of clearly. I'd like to know more about the "why" that you think was answered there.

What, in that case, was the selfish route? And how does the optimal and unselfish route differ from it? How can we apply that to Toronto?

Hey Alvin, I wasn't being facetious, I really am curious to hear (read) more about this. Any chance you could explain it?
 
It's not hard to think of a mathematical model to demonstrate how this works. Then again, I'm sure this has already been done, and is probably on wikipedia.
 
It's a rather easy concept to grasp if you think in terms of roads rather than math. The article argues that a system is imbalanced by the introduction of a highway because a disproportionate number of cars are attracted to the highway and away from smaller roads. By eliminating a highway, cars are no longer attracted to any particular route, and thus disperse themselves evenly throughout the entire network. In doing so, they will eventually figure out the least crowded route to get from point A to point B, thereby optimizing the use of the transportation network.

If the 401 and 407 never existed, there are so many alternative east west roads between Lake Ontario and Newmarket that perhaps the drive along Finch or any other road would be quicker than the existing stop and go traffic on the 401. Also remember that this article likely only considers peak period travel. It goes without saying that if one could always travel 130 km/hr on a highway, the highway would always be fastest. This model works because traffic on a highway seldom reaches 40 km/hr in rush hour.

It's key to think of the transportation network as a collective entity. Regardless of any one person's commute time, the system is optimized when the summation of each individual's travel times is minimized.
 
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It's key to think of the transportation network as a collective entity. Regardless of any one person's commute time, the system is optimized when the summation of each individual's travel times is minimized.

That's a very good point.

With regards to the use of highways, I suspect people endure a slow average speed on the highway as it is the better (relatively speaking) option. While you might only average 40 km/h, I suspect travelling along Finch or Steeles, or whatever, would yield an average speed much lower than that. Especially if you allow for innumerable traffic lights, construction, etc. Also worth considering is that for every day you get stalled in traffic on the highway there is the potential that the next day you might manage a faster time. Whereas with lesser roads, your travel time might be consistent but uniformly slower.
 

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