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Area Optimization of Open-Source Low-Power INA in 130nm CMOS using Hybrid Mixed-Variable PSO

Avishka Herath, Chanula Luckshan, Lochana Katugaha, Udara Mendis, Kithmin Wickremasinghe

Abstract

As open-source silicon initiatives democratize access to integrated circuit development using multi-project environments, silicon area has become a premium resource. However, minimizing this layout area traditionally forces designers to compromise on core performance specifications. To address this challenge, this paper presents an open-source framework based on a hybrid mixed-variable particle swarm optimization algorithm and the gm/ID methodology to minimize the layout area of complex analog circuits while meeting design requirements. The framework's efficacy is demonstrated by designing a low-power instrumentation amplifier that achieves a 90.33% reduction in gate area over existing implementations.

Area Optimization of Open-Source Low-Power INA in 130nm CMOS using Hybrid Mixed-Variable PSO

Abstract

As open-source silicon initiatives democratize access to integrated circuit development using multi-project environments, silicon area has become a premium resource. However, minimizing this layout area traditionally forces designers to compromise on core performance specifications. To address this challenge, this paper presents an open-source framework based on a hybrid mixed-variable particle swarm optimization algorithm and the gm/ID methodology to minimize the layout area of complex analog circuits while meeting design requirements. The framework's efficacy is demonstrated by designing a low-power instrumentation amplifier that achieves a 90.33% reduction in gate area over existing implementations.

Paper Structure

This paper contains 20 sections, 7 equations, 5 figures, 2 tables.

Figures (5)

  • Figure 1: Schematic of an FDDA-based INA at the transistor level.
  • Figure 2: Overview of the proposed HMV-PSO optimization framework for layout area minimization. Given design specifications, LUT data, PDK models, and a parameterizable SPICE netlist as inputs, the flow proceeds through: (A) particle generation within adaptively bounded search spaces; (B) analytical feasibility filtering via PyGMID; (C) full-circuit SPICE verification via PySpice; and (D) iterative PSO-based position updates cycling through (A)–(C) until convergence on the area-optimal sizing. (E) The resulting solution is used for the standard physical design flow to produce the GDSII layout.
  • Figure 3: HMV-PSO convergence over 60 iterations: (top) layout area reduction across 5 runs; (bottom) $g_m/I_{D,i}$ trajectories and inversion levels for Run 3.
  • Figure 4: Layout of the FDDA and CMFB circuit ($80.12\ \mu$m $\times$$25.26\ \mu$m).
  • Figure 5: Post-layout simulation results of the FDDA circuit: frequency response plot showing the gain, phase, CMRR, and PSRR after parasitic extraction.