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Online iLQR-MPC with Whole-Body Control for Robust Humanoid Locomotion

1 reports1 reporting sourcesUpdated 2 hours ago

Overview

Event synthesis

This research paper introduces an online iterative linear-quadratic-regulator model predictive control (iLQR-MPC) framework integrated with whole-body control to achieve robust humanoid locomotion.

Generated from attributed reports · Updated 1 hours ago

Event evidence and corrections

0 attributed source owners. Ownership does not establish independent confirmation. Quantities are reported separately and are never added together.

Environment: simulation
Supporting report

“ving contact feasibility. The model-based formulation makes disturbance responses interpretable through explicit costs and constraints, and requires no platform-specific policy training. In MuJoCo simulations, the iLQR-MPC replans at 100 Hz (mean solve time 8.9 ms); the Unitree G1 sustains steady-state walking and recovers from impulsive 245 N forward and 175 N lateral pushes.”

Exact source · revision 1

Source owner not reported

Reported quantity · solve time: 8.9 other · Basis not reported
Supporting report

“ving contact feasibility. The model-based formulation makes disturbance responses interpretable through explicit costs and constraints, and requires no platform-specific policy training. In MuJoCo simulations, the iLQR-MPC replans at 100 Hz (mean solve time 8.9 ms); the Unitree G1 sustains steady-state walking and recovers from impulsive 245 N forward and 175 N lateral pushes.”

Exact source · revision 1

Source owner not reported

Reported quantity · replan frequency: 100 other · Basis not reported
Supporting report

“ving contact feasibility. The model-based formulation makes disturbance responses interpretable through explicit costs and constraints, and requires no platform-specific policy training. In MuJoCo simulations, the iLQR-MPC replans at 100 Hz (mean solve time 8.9 ms); the Unitree G1 sustains steady-state walking and recovers from impulsive 245 N forward and 175 N lateral pushes.”

Exact source · revision 1

Source owner not reported

Reported quantity · control frequency: 500 other · Basis not reported
Supporting report

“iterative linear-quadratic-regulator MPC (iLQR-MPC) then jointly optimizes contact forces and footstep locations in a single receding-horizon problem, without a separate step planner. Specifically, contact and motion constraints are incorporated into the backward pass through augmented-Lagrangian and relaxed-barrier penalties. A whole-body controller subsequently maps the plan to joint torques at 500 Hz while preser”

Exact source · revision 1

Source owner not reported

Reported quantity · push force (forward): 245 other · Basis not reported
Supporting report

“ving contact feasibility. The model-based formulation makes disturbance responses interpretable through explicit costs and constraints, and requires no platform-specific policy training. In MuJoCo simulations, the iLQR-MPC replans at 100 Hz (mean solve time 8.9 ms); the Unitree G1 sustains steady-state walking and recovers from impulsive 245 N forward and 175 N lateral pushes.”

Exact source · revision 1

Source owner not reported

Reported quantity · push force (lateral): 175 other · Basis not reported
Supporting report

“ving contact feasibility. The model-based formulation makes disturbance responses interpretable through explicit costs and constraints, and requires no platform-specific policy training. In MuJoCo simulations, the iLQR-MPC replans at 100 Hz (mean solve time 8.9 ms); the Unitree G1 sustains steady-state walking and recovers from impulsive 245 N forward and 175 N lateral pushes.”

Exact source · revision 1

Source owner not reported

Report timeline

Follow attributed reports and material updates.

11/4
  1. arXiv Robotics — research abstractsSignal
    Online iLQR-MPC with Whole-Body Control for Robust Humanoid Locomotion

    This research paper introduces an online iterative linear-quadratic-regulator model predictive control (iLQR-MPC) framework integrated with whole-body control to achieve robust humanoid locomotion.

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