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In [[telecommunication]]s, the '''round-trip delay time''' (RTD) or '''round-trip time''' (RTT) is the length of [[time]] it takes for a signal to be sent plus the length of time it takes for an acknowledgment of that signal to be received.
In [[telecommunication]]s, the '''round-trip delay time''' (RTD) or '''round-trip time''' (RTT) is the length of [[time]] it takes for a signal to be sent plus the length of time it takes for an acknowledgment of that signal to be received.One can say that the time delay supposed to be consist of tansmission time between the two point of signal.


*In the context of computer networks, the signal is generally a data packet, and the RTT is also known as the '''[[ping]] time'''. An internet user can determine the RTT by using the ping command.
*In the context of computer networks, the signal is generally a data packet, and the RTT is also known as the '''[[ping]] time'''. An internet user can determine the RTT by using the ping command.

Revision as of 11:15, 2 September 2011

In telecommunications, the round-trip delay time (RTD) or round-trip time (RTT) is the length of time it takes for a signal to be sent plus the length of time it takes for an acknowledgment of that signal to be received.One can say that the time delay supposed to be consist of tansmission time between the two point of signal.

  • In the context of computer networks, the signal is generally a data packet, and the RTT is also known as the ping time. An internet user can determine the RTT by using the ping command.
  • In space technology, the round-trip delay time or round trip light time is the time light (and hence any signals) takes to go to the spacecraft and to return.

Network links with both a high bandwidth and a high RTT can have a very large amount of data (the bandwidth-delay product) "in flight" at any given time. Such "long fat pipes" require a special protocol design. One example is the TCP window scale option.

The RTT was originally estimated in TCP by:

RTT = (α * Old_RTT) + ((1-α) * New_Round_Trip_Sample)[1]

Where α is constant weighting factor(0 ≤ α < 1). Choosing a value α close to 1 makes the weighted average immune to changes that last a short time (e.g., a single segment that encounters long delay). Choosing a value for α close to 0 makes the weighted average respond to changes in delay very quickly.

This was improved by the Jacobson/Karels algorithm, which takes standard deviation into account as well.

Once a new RTT is calculated, it is entered into the equation above to obtain an average RTT for that connection, and the procedure continues for every new calculation.

See also

  • ping, a network utility for measuring round-trip delay time

Public Domain This article incorporates public domain material from Federal Standard 1037C. General Services Administration. Archived from the original on 2022-01-22. (in support of MIL-STD-188).

References

  1. ^ Comer, Douglas. Internetworking with TCP/IP. Page 226. Upper Saddle River, N.J.: Prentice Hall, 2000. Print.