ECE4253 Digital Communications | |

Department of Electrical and Computer Engineering - University of New Brunswick, Fredericton, NB, Canada | |

Convolutional Coder (R=1/2, K=3)

This online tool passes data through this convolutional coder.

For every input bit (C) there are two output bits (XY), defining a

Trellis Diagram

Input Bits (C)

Output Symbols (XY)

The initial state (BA) of the flip flops is assumed to be 00. Two zeros are appended to the incoming data to flush the circuit and return to the 00 state at the end.

**Can the message be recovered?** - Try the Viterbi Decoder with the above encoded message.

Try this same data with different encoders: | R=1/2, K=3 | R=1/2, K=4 | R=1/3, K=4 | R=2/3, K=3 |

2024-03-04 14:09:57 AST
Last Updated: 11-09-08 |
Richard Tervo [ tervo@unb.ca ] | Back to the course homepage... |