to (01110)3 to get the equivalent ternary number as (12210)3 = (156)10.
By performing exactly reverse process, we can reconvert the received m digit ternary message to its equivalent binary form. That is first we scan the given ternary number from its most significant (leftmost) digit position in a digit by digit manner, and convert the part of the so far scanned ternary digits to its equivalent binary representation.
Because of Binary to ternary conversion of data we have the advantage of reduction in the total number of symbols to be transmitted and hence the total transmission duration gets saved. As we know both the transmitter and the receiver consume energy with respect to their duration for which they are switched on, regardless of the symbol transmitted, this recoding to a higher radix will lead to a savings in energy at both the transmitter and the receiver simultaneously.
The transmission protocol of TSS involves the following steps:
Protocol Transmit TSS …show more content…
Step 2: Transmit this recoded ternary data symbol by symbol, using the following rules:
Step 2.1: If the transmitted symbol is to be 0, then switch off the transmitter for the symbol period.
Step 2.2: switch on the transmitter and for the transmission of symbol (1 or 2) in the time slot.
The receiver side protocol is the reverse of the transmitter side protocol.
Protocol Receive TSS
Step 1: Receive the ternary encoded data symbol by symbol as follows:
Step 1.1: If a signal is received in the given time slot (symbol period), then the received symbol is either a 1 or a 2, depending on the predetermined received signal to symbol mapping.
Step 1.2: Otherwise, if the channel remains silent, then the received symbol is a 0.
Step 2: Convert the received ternary message to binary using the Ternary2Binary protocol.

IV.