# ⓘ Data signaling rate. In telecommunication, data signaling rate, also known as gross bit rate, is the aggregate rate at which data pass a point in the transmissi ..

## ⓘ Data signaling rate

In telecommunication, data signaling rate, also known as gross bit rate, is the aggregate rate at which data pass a point in the transmission path of a data transmission system.

• For parallel transmission with equal unit intervals and equal numbers of significant conditions on each channel, the DSR is m / Tlog 2 n ; in the case of a two-condition modulation, this reduces to m / T.
• The data signaling rate is given by ∑ i = 1 m log 2 ⁡ n i T i {\displaystyle \sum _{i=1}^{m}{\frac {\log _{2}{n_{i}}}{T_{i}}}} where m is the number of parallel channels, n i is the number of significant conditions of the modulation in the i -th channel, and T i is the unit interval, expressed in seconds, for the i -th channel.
• The DSR is usually expressed in bits per second.
• In synchronous binary signaling, the DSR in bits per second may be numerically the same as the modulation rate expressed in bauds. Signal processors, such as four-phase modems, cannot change the DSR, but the modulation rate depends on the line modulation scheme, in accordance with Note 4. For example, in a 2400 bit/s 4-phase sending modem, the signaling rate is 2400 bit/s on the serial input side, but the modulation rate is only 1200 bauds on the 4-phase output side.
• For serial transmission in a single channel, the DSR reduces to 1/ Tlog 2 n ; with a two-condition modulation, i. e. n = 2, the DSR is 1/ T, according to Hartleys law.
• The DSR may be expressed in bauds, in which case, the factor log 2 n i in the above summation formula should be deleted when calculating bauds.

## 1. Maximum rate

The maximum user signaling rate, synonymous to gross bitrate or data signaling rate, is the maximum rate, in bits per second, at which binary information can be transferred in a given direction between users over the telecommunications system facilities dedicated to a particular information transfer transaction, under conditions of continuous transmission and no overhead information.

For a single channel, the signaling rate is given by S C S R = log 2 ⁡ n T {\displaystyle SCSR={\frac {\log _{2}{n}}{T}}}, where SCSR is the single-channel signaling rate in bits per second, T is the minimum time interval in seconds for which each level must be maintained, and n is the number of significant conditions of modulation of the channel.

In the case where an individual end-to-end telecommunications service is provided by parallel channels, the parallel-channel signaling rate is given by P C S R = ∑ i = 1 m log 2 ⁡ n i T i {\displaystyle PCSR=\sum _{i=1}^{m}{\frac {\log _{2}{n_{i}}}{T_{i}}}}, where PCSR is the total signaling rate for m channels, m is the number of parallel channels, T i is the minimum interval between significant instants for the I -th channel, and n i is the number of significant conditions of modulation for the I -th channel.

In the case where an end-to-end telecommunications service is provided by tandem channels, the end-to-end signaling rate is the lowest signaling rate among the component channels.

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