Browse Publications Technical Papers 2018-01-1345
2018-04-03

Driveline Backlash and Half-shaft Torque Estimation for Electric Powertrains Control 2018-01-1345

The nonlinear behavior of automotive powertrains is mainly due to the presence of backlash between engaging components. In particular, during tip-in or tip-out maneuvers, backlash allows the generation of impacts that negatively affect the vehicle NVH performance. Due to the faster response of electric motors with respect to conventional internal combustion engines, this problem is even more critical for electric vehicles. In order to employ numerical optimal control methods for backlash compensation, the system states have to be known. In this paper, an electric powertrain is modeled as a two-mass oscillator with lumped backlash. This model estimates the system states when in no-contact mode while a Kalman filter that relies only on commonly available speed measurements is active in the contact phase. The powertrain model is validated using experimental data collected during vehicle testing and the online estimated half-shaft torque is shown. In addition, simulations are performed to illustrate that the system states can be properly determined with the proposed estimator.

SAE MOBILUS

Subscribers can view annotate, and download all of SAE's content. Learn More »

Access SAE MOBILUS »

Members save up to 16% off list price.
Login to see discount.
Special Offer: Download multiple Technical Papers each year? TechSelect is a cost-effective subscription option to select and download 12-100 full-text Technical Papers per year. Find more information here.
We also recommend:
TECHNICAL PAPER

Real-Time Powertrain Control Strategy for Series-Parallel Hybrid Electric Vehicles

2007-01-3472

View Details

JOURNAL ARTICLE

Analysis of Motor Vibration Isolation System with Focus on Mount Resonances for Application to Electric Vehicles

2015-01-2364

View Details

TECHNICAL PAPER

Noise Source Identification of the Electric Bus Powertrain Using a Wavelet Transform and EEMD-RobustICA

2019-01-0789

View Details

X