Abstract

We propose a novel compute-in-memory (CIM)-based ultralow-power framework for probabilistic localization of insect-scale drones. Localization is a critical subroutine for path planning and rotor control in drones, where a drone is required to continuously estimate its pose (position and orientation) in flying space. The conventional probabilistic localization approaches rely on the 3-D Gaussian mixture model (GMM)-based representation of a 3-D map. A GMM model with hundreds of mixture functions is typically needed to adequately learn and represent the intricacies of the map. Meanwhile, localization using complex GMM map models is computationally intensive. Since insect-scale drones operate under extremely limited area/power budget, continuous localization using GMM models entails much higher operating energy, thereby limiting flying duration and/or size of the drone due to a larger battery. Addressing the computational challenges of localization in an insect-scale drone using a CIM approach, we propose a novel framework of 3-D map representation using a harmonic mean of the “Gaussian-like” mixture (HMGM) model. We show that <italic xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink">short-circuit current</i> of a multiinput floating-gate CMOS-based inverter follows the harmonic mean of a Gaussian-like function. Therefore, the likelihood function useful for drone localization can be efficiently implemented by connecting many multiinput inverters in parallel, each programmed with the parameters of the 3-D map model represented as HMGM. When the depth measurements are projected to the input of the implementation, the summed current of the inverters emulates the likelihood of the measurement. We have characterized our approach on an RGB-D scenes dataset. The proposed localization framework is <inline-formula xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink"> <tex-math notation="LaTeX">$\sim 25\times $ </tex-math></inline-formula> energy-efficient than the traditional, 8-bit digital GMM-based processor paving the way for tiny autonomous drones.

Highlights

  • S PATIALLY intelligent devices can autonomously traverse and explore their application domain, thereby opening intriguing prospects for sensors and embedded systems

  • Our motivation for exploring ultralow-power onboard processing of robotic tasks such as localization comes from recent insect-scale drone designs [1], [2], [15], [16] where power requirements for flights have already scaled down to levels comparable to necessary for drone autonomy

  • While predictive robustness of a probabilistic localization is highly desirable in an insect-scale drone, incorporating the same is quite challenging due to limited computational resources as well as the need to predict in the real-time

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Summary

INTRODUCTION

S PATIALLY intelligent devices can autonomously traverse and explore their application domain, thereby opening intriguing prospects for sensors and embedded systems. Our motivation for exploring ultralow-power onboard processing of robotic tasks such as localization comes from recent insect-scale drone designs [1], [2], [15], [16] where power requirements for flights have already scaled down to levels comparable to necessary for drone autonomy. The most basic operation for self-navigation is to determine the position and orientation (i.e., pose) of a drone during its flight Path planning objectives such as motion tracking and obstacle avoidance require one to continuously assess the drone’s pose. While predictive robustness of a probabilistic localization is highly desirable in an insect-scale drone, incorporating the same is quite challenging due to limited computational resources as well as the need to predict in the real-time. We have rigorously analyzed the impact of process variability and limited precision in our design and document methodologies to mitigate their impact

OVERVIEW OF PROBABILISTIC LOCALIZATION
ULTRALOW-POWER PROBABILISTIC LOCALIZATION
Mixture of HMG Functions
EM for HMGM
Programming of the Likelihood Estimator
CHARACTERIZATION ON BENCHMARK DATASET
IMPACT OF LOW PRECISION AND PROCESS VARIABILITY
ENERGY-PERFORMANCE CHARACTERIZATION
Findings
VIII. CONCLUSION
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