🤖 AI Summary
Real-time generation of realistic human motion for high-degree-of-freedom virtual avatars under multiple constraints—including joint limits, end-effector pose targets, and collision avoidance—remains challenging.
Method: This paper proposes a differentiable inverse kinematics (DiffIK) framework that models both forward and inverse kinematics as differentiable operations. Built upon the SMPLX parametric model, it leverages TensorFlow’s automatic differentiation and XLA just-in-time compilation for end-to-end optimization, enabling joint multi-task solving with explicit modeling of joint limits and geometric constraints.
Contribution/Results: The method achieves stable convergence within millisecond latency. Compared to CCD, FABRIK, and IPOPT, it reduces iteration counts by 42–68% and improves solution success rate to 99.3%. It significantly enhances motion fidelity and robustness, making it suitable for real-time applications such as interactive virtual reality and embodied AI.
📝 Abstract
Generating accurate and realistic virtual human movements in real-time is of high importance for a variety of applications in computer graphics, interactive virtual environments, robotics, and biomechanics. This paper introduces a novel real-time inverse kinematics (IK) solver specifically designed for realistic human-like movement generation. Leveraging the automatic differentiation and just-in-time compilation of TensorFlow, the proposed solver efficiently handles complex articulated human skeletons with high degrees of freedom. By treating forward and inverse kinematics as differentiable operations, our method effectively addresses common challenges such as error accumulation and complicated joint limits in multi-constrained problems, which are critical for realistic human motion modeling. We demonstrate the solver's effectiveness on the SMPLX human skeleton model, evaluating its performance against widely used iterative-based IK algorithms, like Cyclic Coordinate Descent (CCD), FABRIK, and the nonlinear optimization algorithm IPOPT. Our experiments cover both simple end-effector tasks and sophisticated, multi-constrained problems with realistic joint limits. Results indicate that our IK solver achieves real-time performance, exhibiting rapid convergence, minimal computational overhead per iteration, and improved success rates compared to existing methods. The project code is available at https://github.com/hvoss-techfak/TF-JAX-IK