System And Method For Controlling An Engine Using Model Predictive Control To Minimize The Effect Of Changes In Valve Lift State On Engine Operation
US-2016363057-A1 · Dec 15, 2016 · US
US10060373B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-10060373-B2 |
| Application number | US-201715408776-A |
| Country | US |
| Kind code | B2 |
| Filing date | Jan 18, 2017 |
| Priority date | Jan 18, 2017 |
| Publication date | Aug 28, 2018 |
| Grant date | Aug 28, 2018 |
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An LPV/MPC engine control system is disclosed that includes an engine control unit connected to multiple sensors. The engine control unit receives, from the sensors, signals indicative of desired engine torque and engine torque output, and determines, from these signals, optimal engine control commands using a piecewise LPV/MPC routine. This routine includes: determining a nonlinear and a linear system model for the engine assembly, minimizing a control cost function in a receding horizon for the linear system model, determining system responses for the nonlinear and linear system models, determining if a norm of an error function between the system responses is smaller than a calibrated threshold, and if the norm is smaller than the predetermined threshold, applying the linearized system model in a next sampling time for a next receding horizon to determine the optimal control command. Once determined, the optimal control command is output to the engine assembly.
Opening claim text (preview).
What is claimed: 1. A linear parameter varying (LPV) model predictive control (MPC) engine control system for an engine assembly, the LPV/MPC engine control system comprising: an engine sensor configured to detect engine torque output of the engine assembly and generate a signal indicative thereof; an input sensor configured to detect desired engine torque for the engine assembly and generate a signal indicative thereof; and an engine control unit communicatively connected to the engine sensor, and the input sensor, the engine control unit being programmed to: receive, from the engine and input sensors, signals indicative of a desired engine torque and an engine torque output; determine, from the desired engine torque and engine torque output, an optimal control command using a piecewise LPV/MPC routine, including: determine a nonlinear system model of engine torque for the engine assembly, determine a linear system model for the engine assembly at a current engine operating condition, minimize a control cost function in a receding horizon for the linear system model, determine respective system responses for the nonlinear and linear system models with a current optimal control input, determine if a norm of an error function between the system responses is smaller than a predetermined threshold, and responsive to a determination that the norm is smaller than the predetermined threshold, apply the linearized system model in a next sampling time for a next receding horizon to determine the optimal control command; and output the determined optimal control command to the engine assembly. 2. The LPV/MPC engine control system of claim 1 , wherein the piecewise LPV/MPC routine further includes, responsive to the determination that the norm is smaller than the predetermined threshold, executing the following in a continuous loop, starting at sample time k, until it is determined that the norm is not smaller than the predetermined threshold: minimize the control cost function at next sampling times k+1, 2 . . . N in respective next receding horizons for the linear system model, determine new respective system responses for the nonlinear and linear system models with the current optimal control input, and determine if the norm of the error function between the new system responses is smaller than the predetermined threshold. 3. The LPV/MPC engine control system of claim 1 , wherein the piecewise LPV/MPC routine further includes, responsive to a determination that the norm is not smaller than the predetermined threshold: determine a new linear system model for the engine assembly, minimize the control cost function in a new receding horizon for the new linear system model, determine new respective system responses for the nonlinear system model and the new linear system model with the current optimal control input, and determine if the norm of the error function between the new system responses is smaller than the predetermined threshold. 4. The LPV/MPC engine control system of claim 1 , wherein determining the linear system model for the engine assembly includes calculating a system dynamic matrix A, B, C, D and V at a sample time k. 5. The LPV/MPC engine control system of claim 1 , wherein determining the linear system model includes linearizing the nonlinear system model at sample time k according to: dx dt = f ( x k , u k ) ︸ F 0 + ∂ f ∂ x | k ︸ A ( x - x k ) + ∂ f ∂ u | k ︸ B ( u - u k ) = A k x + B k u + V ( x k , u k ) y = g ( x k , u k
using a predictive controller · CPC title
Output torque · CPC title
Control of the engine output torque · CPC title
in which a parameter or coefficient is automatically adjusted to optimise the performance · CPC title
Pedal position · CPC title
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