Design of Low Power Architecture for Approximate Parallel Mid-Point Filter

Approximate computing is a modern techniques for design of low power efficient arithmetic circuits for portable error resilient applications. In this work, we have proposed a Adaptive Parallel Mid-Point Filter (APMPF) architecture using proposed imprecise Max-Min Estimator (MME)targeting digital image processing. Parallel architecture for the MME can trade-off hardware at the expense of accuracy are proposed and used in the proposed APMPF. In APMPF, we use three level of sorting to estimate the mid-point of 3 x 3 window. Switching based trimmed filter is proposed for precise estimation of the selected window. Experimental Results interms of Area, Power and Delay with 90nm ASIC technology exposed that to the least, Proposed filters demonstrate 7% and 9% Area Delay Product (ADP) and Power Delay Product (PDP) reductions, respectively, compared to precise filter design.

A High-Speed and Power-Efficient Approximate Adder for Image Processing Applications

Most image processing applications are naturally imprecise and can tolerate computational error up to a specific limit. In such applications, savings in power are achieved by pruning the data path units, such as an adder module. Truncation, however, may lead to errors in computing, and therefore, it is always a challenge between the amount of error that can be tolerated in an application and savings achieved in area, power and delay. This paper proposes a segmented approximate adder to reduce the computation complexity in error-resilient image processing applications. The sub-carry generator aids in achieving a faster design while carry speculation method employed improves the accuracy. Synthesis results indicate a reduced die-area up to 36.6%, improvement in delay up to 62.9%, and reduction in power consumption up to 34.1% compared to similar work published previously. Finally, the proposed adder is evaluated by using image smoothing and sharpening techniques. Simulations carried out on these applications prove that the proposed adder obtains better peak signal-to-noise ratio than those available in the literature.