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Determination of Optimal Grip Span between a Bicycle Handlebar and a Brake Lever by Using a Two-Dimensional Biomechanical Hand Model

机译:用二维生物力学手模型确定自行车车把和刹车杆之间的最佳握把跨度

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In this study, optimal grip span between a bicycle handlebar and a brake lever was determined by a twodimensionalbiomechanical hand model. A three-step process was applied: (1) develop a two- dimensionalbiomechanical hand model, (2) determine input data for hand model simulation, and (3) conductmathematical simulation. In the first step, in order to estimate tendon forces, joint constraint forces andtotal gripping support force at the metacarpal, a mathematical static hand model was developed based uponthe hand anatomy and static equilibrium conditions. In the second step, US 50%ile hand length wasselected as target population from the 1988 US Army data, and grip postures for five participants(averagehand length = 18.2 cm and SD = 0.8) were measured to get joint angles( θ_1, θ_2, and θ_3 ) which are requiredfor the hand model simulation, by using a dynamometer having adjustable grip spans such as 4, 5.2, 6.4,7.6, and 8.8 cm. In the third and final step, mathematical simulation was conducted to determine an optimalgrip span. Consequently, on given external load(grip force), 100 N, both total tendon forces and totalgripping support force of the metacarpal showed monotonically increasing trend while grip spanbroadening from 4 to 8.8 cm. Also, minimum of both total tendon force and total gripping support force atthe metacarpal was achieved at 4 cm grip span.
机译:在这项研究中,自行车车把和刹车杆之间的最佳抓地力范围是通过二维确定的。 生物力学手模型。应用了三步过程:(1)开发二维 生物力学手模型,(2)确定用于手模型仿真的输入数据,以及(3)进行 数学模拟。第一步,为了估算肌腱力,关节约束力和 掌骨总抓握支撑力的基础上,建立了数学静态手模型 手的解剖和静态平衡条件。在第二步中,美国50%ile手长为 从1988年美国陆军数据中选择目标人群,并确定五名参与者的握姿(平均 测量手长= 18.2厘米,SD = 0.8)以获取所需的关节角度(θ_1,θ_2和θ_3) 对于手模型仿真,通过使用具有可调握力范围(例如4、5.2、6.4, 7.6和8.8厘米。在第三步(也是最后一步)中,进行了数学模拟以确定最优 抓地力跨度。因此,在给定的外部载荷(抓力)为100 N的情况下,总的肌腱力和总的 掌骨抓握支持力呈单调增加趋势 从4扩大到8.8厘米。同样,在以下位置,总的肌腱力和总的抓握支撑力中的最小值 掌骨的抓握距离为4 cm。

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