Contention ratio

From Wikipedia, the free encyclopedia
Jump to navigation Jump to search

In computer networking, the contention ratio is the ratio of the potential maximum demand to the actual bandwidth. The higher the contention ratio, the greater the number of users that may be trying to use the actual bandwidth at any one time and, therefore, the lower the effective bandwidth offered, especially at peak times.[1]

A contended service is a service which offers (or attempts to offer) the users of the network a minimum statistically guaranteed contention ratio, while typically offering peaks of usage of up to the maximum bandwidth supplied to the user. Contended services are usually much cheaper to provide than uncontended services, although they only reduce the backbone traffic costs for the users, and do not reduce the costs of providing and maintaining equipment for connecting to the network.

Specific examples by country[edit]

In the UK, an RADSL (Rate Adaptive Digital Subscriber Line) connection used to be marketed with a contention ratio between 20:1 and 50:1 within the BT network, meaning that 20 to 50 subscribers, each assigned or sold a bandwidth of "up to" 8 Mbit/s for instance, may be sharing 8 Mbit/s of downlink bandwidth (to your home).[n 1] With the advent of ADSL2+ ("up to" 20 Mbit/s service, though in theory, ADSL2+ provides up to 24 Mbit/s), FTTC (Fibre to the Cabinet) offering 40 Mbit/s services and even FTTP (Fibre to the Premises) offering 100 Mbit/s, BT no longer work on "contention ratio" as a planning rule.

In the US and on satellite internet connections, the contention ratio is often higher, and other formulas are used, such as counting only those users who are actually online at a particular time.[citation needed] It is also less often divulged by ISPs elsewhere than it is in the UK.[citation needed] The connection speed for each user will therefore differ depending on the number of computers using the uplink connection at the same time because the uplink (where all the low bandwidth connections join) will only handle the speed that has been implemented on that line.


One of the issues with a stated contention ratio is that it is not, on its own, adequate for comparing services. There is a huge difference between 1000 users each on a 2Mbit/s service sharing a 40 Mbit/s pipe, and 50 users each on a 2 Mbit/s service sharing a 2 Mbit/s pipe. In the latter case two users trying to download at the same time means each get 50% of the speed. When there are a 1000 users it would take 20 users maxing out their 2Mbit/s link at the same time to show any congestion. However both of these would be quoted as 50:1 contention.

Contention ratios are essentially just planning rules which are used to design a network offering (typically) an Internet service. The perception of the quality of that service will depend on the actual usage of the users of the service. This is partly why rules such as 20:1 for business and 50:1 for residential users came about. The actual usage demands of users have changed over the years and for evening/weekend traffic residential users can be demanding a lot of bandwidth making 50:1 contention ratios inappropriate. Contention ratios also only really make sense if dealing with relatively consistent speeds. The fact that a single back-haul in the UK could have users at 500 kbit/s and users at 100 Mbit/s makes normal contention ratio planning a thing of the past. In practice, a well run network aims to avoid links hitting limits, and upgrades the links when they do - this only works where the pricing model allows extra revenue to pay for the higher usage links and this is hitting some "unlimited use" tariffing models.

A further problem with contention ratios is similar to Erlang on telephone lines. If there are a small number of users then the peaks and troughs in usage will be very visible to each user, if however the same contention ratio applies to a large number of users then the probability of being affected by the contention can be much smaller. In telephony 20 users each likely to make a call 10% of the time need 8 lines to ensure that there is less than 0.1% chance of being blocked. When we multiply the number of users contending for the service by 10, the number of lines required is only 35 which is less than 5 times the number of lines required for the same probability of being blocked. The same issue applies to broadband service.

See also[edit]


  1. ^ A good account of the state of the issue in the UK is found in a 2004 OFCOM report on wireless internet. Archived September 30, 2007, at the Wayback Machine


  1. ^ UK OFCOM research report annex on broadband [1]