Orthogonal Data Aggregation with Jacobi Pulse Sequences

In this paper a new method for orthogonal data aggregation using Jacobi polynomial pulse sequences is proposed. First, the theory and construction of the sequences is presented. In proof-of-concept simulations we electrically aggregated 4 separate signals with 2 data levels and a data rate of 2 Gbit/s into a single 8 Gbit/s data signal with 16 data levels. Utilizing the Jacobi Polynomial pulse sequences a Q factor improvement of around 10 dB or a bandwidth reduction for the aggregated data signal by a factor of 1.5 could be achieved.