TCN-DPD: Parameter-Efficient Temporal Convolutional Networks for Wideband Digital Predistortion

πŸ“… 2025-06-13
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To address the challenge of nonlinear distortion compensation in broadband radio-frequency power amplifiers (RF PAs), this paper proposes TCN-DPD, a lightweight temporal convolutional network for digital pre-distortion (DPD). TCN-DPD introduces a novel parameter-scalable, non-causal dilated TCN architecture, integrated with an optimized Swish variant activation function, enabling efficient end-to-end temporal modeling and DPD. With only 500 parameters, it achieves state-of-the-art (SOTA) performance; remarkably, it still outperforms existing methods with merely 200 parameters. Evaluated on the DPA_200MHz dataset, TCN-DPD attains adjacent channel power ratios (ACPR) of βˆ’51.58 dBc (left) and βˆ’49.26 dBc (right), error vector magnitude (EVM) of βˆ’47.52 dB, and normalized mean square error (NMSE) of βˆ’44.61 dBβ€”demonstrating substantial improvements in wideband dynamic-range linearization efficiency. The model has been integrated into the OpenDPD framework.

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πŸ“ Abstract
Digital predistortion (DPD) is essential for mitigating nonlinearity in RF power amplifiers, particularly for wideband applications. This paper presents TCN-DPD, a parameter-efficient architecture based on temporal convolutional networks, integrating noncausal dilated convolutions with optimized activation functions. Evaluated on the OpenDPD framework with the DPA_200MHz dataset, TCN-DPD achieves simulated ACPRs of -51.58/-49.26 dBc (L/R), EVM of -47.52 dB, and NMSE of -44.61 dB with 500 parameters and maintains superior linearization than prior models down to 200 parameters, making it promising for efficient wideband PA linearization.
Problem

Research questions and friction points this paper is trying to address.

Mitigate RF power amplifier nonlinearity in wideband applications
Propose parameter-efficient temporal convolutional networks for DPD
Achieve superior linearization with minimal model parameters
Innovation

Methods, ideas, or system contributions that make the work stand out.

Parameter-efficient temporal convolutional networks
Noncausal dilated convolutions integration
Optimized activation functions for DPD
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