Abstract-The I/Q imbalance is one of the performance bot tlenecks in transceivers with stringent requirements imposed by applications such as 802.11a. The mismatch between the frequency responses of two analog low-pass filters, used, e.g., for channel selection in zero-IF receivers, makes this I/Q imbalance frequency dependent. Usually, frequency-dependent I/Q mismatch is esti mated and corrected by adaptive techniques, which are complex to implement and may converge slowly due to noise. In this work, a simple, delay-based I/Q compensation scheme is proposed based on an extensive statistical analysis. Its digital implementation uses only two coefficients, which are tuned by a one-step two-tone error estimation. Simulations show that this hardware-efficient scheme significantly reduces the I/Q imbalance. Fig. 1. Usually, the RX chain in cludes an antenna (A), a low-noise amplifier (LNA), a pair of mixers driven by quadrature local-oscillator (LO) signals I ( ) and Q ( ), a pair of real low-pass filters (LPFs), a pair of analog-to-digital converters (ADCs) sampled at , and a digital signal processor (DSP) [3]. An orthogonal frequency-division multiplexing (OFDM) DSP, used in 802.11a [4], inherently contains a fast-Fourier transform (FFT) block. A zero-IF transmitter (TX) chain starts with a DSP and is followed by a pair of digital-to-analog converters (DAC), a pair of LPFs, a mixer/LO block, a power amplifier (PA), and an antenna [3].
Index Terms-ComplexThe main contributors of the RX or TX chain's I/Q imbal ance 1 are the gain error ( ) of the mixers, the phase error ( ) in the LO signals, the gain ( ) and phase ( ) mismatch between the LPF's transfer functions, and, finally, the gain error ( ) between the data converters (ADCs in RX, DACs in TX). The I/Q imbalance contribution of gain and phase errors can be modeled as a two-input two-output linear network with some inter-coupling coefficients [5]. These simple models can be individually applied to each block of mixers/LO, LPFs,