惯性传感器数据综合表面模型与骨架模型的比较

L. Uhlenberg, O. Amft
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引用次数: 3

摘要

我们提出了一个建模和仿真框架,以合成基于个性化人体表面和生物力学模型的穿戴式惯性传感器数据。人体测量数据和参考图像用于创建个性化的体表网格模型。利用运动捕捉参考姿态对网格电枢进行对齐,然后对网格和电枢进行父化。此外,使用已建立的肌肉骨骼动态建模框架创建骨骼模型。采用运动捕捉数据作为刺激,采用表面和骨骼模型模拟了包括上肢和下肢在内的四种日常生活活动。模拟了表面模型的12个体域和骨骼模型的8个体域的加速度和角速度数据。我们将两种模型的模拟惯性传感器数据与与视频动作捕捉同时获得的物理IMU测量数据进行了比较。结果显示,表面和骨骼模型的平均误差分别为27°/s和31°/s, 1.7 m/s2和3.3 m/s2。与物理IMU数据相比,体表模型模拟角速度的平均相关系数在0.2 - 0.9之间,模拟加速度的平均相关系数在0.1 - 0.8之间。与在adl和研究参与者中建立的骨骼模型相比,所提出的表面模型始终显示出相似或更低的误差。与骨骼模型相比,体表模型可以为基于仿真的可穿戴惯性传感器系统分析和优化提供更真实的表示。
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Comparison of Surface Models and Skeletal Models for Inertial Sensor Data Synthesis
We present a modelling and simulation framework to synthesise body-worn inertial sensor data based on personalised human body surface and biomechanical models. Anthropometric data and reference images were used to create personalised body surface mesh models. The mesh armature was aligned using motion capture reference pose and afterwards mesh and armature were parented. In addition, skeletal models were created using an established musculoskeletal dynamic modelling framework. Four activities of daily living (ADL), including upper and lower limbs were simulated with surface and skeletal models using motion capture data as stimuli. Acceleration and angular velocity data were simulated for 12 body areas of surface models and 8 body areas of skeletal models. We compared simulated inertial sensor data of both models against physical IMU measurements that were obtained simultaneously with video motion capture. Results showed average errors of 27 °/s vs. 31 °/s and 1.7 m/s2 vs. 3.3 m/s2 for surface and skeletal models, respectively. Mean correlation coefficients of body surface models ranged between 0.2 – 0.9 for simulated angular velocity and between 0.1 – 0.8 for simulated acceleration when compared to physical IMU data. The proposed surface modelling consistently showed similar or lower error compared to established skeletal modelling across ADLs and study participants. Body surface models can offer a more realistic representation compared to skeletal models for simulation-based analysis and optimisation of wearable inertial sensor systems.
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