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股骨髁矢状曲率变化分析。

Analysis of Variation in Sagittal Curvature of the Femoral Condyles.

机构信息

Department of Biomedical Engineering, University of California Davis, Davis, CA 95616.

University of California, Davis.

出版信息

J Biomech Eng. 2024 Nov 1;146(11). doi: 10.1115/1.4065813.

Abstract

In designing femoral components, which restore native (i.e., healthy) knee kinematics, the flexion-extension (F-E) axis of the tibiofemoral joint should match that of the native knee. Because the F-E axis is governed by the curvature of the femoral condyles in the sagittal plane, the primary objective was to determine the variation in radii of curvature. Eleven high accuracy three-dimensional (3D) femur models were generated from ultrahigh resolution CT scans. The sagittal profile of each condyle was created. The radii of curvature at 15 deg increments of arc length were determined based on segment circles best-fit to ±15 deg of arc at each increment. Results were standardized to the radius of the best-fit overall circle to 15 deg-105 deg for the femoral condyle having a radius closest to the mean radius. Medial and lateral femoral condyles exhibited multiradius of curvature sagittal profiles where the radius decreased at 30 deg flexion by 10 mm and at 15 deg flexion by 8 mm, respectively. On either side of the decrease, radii of segment circles were relatively constant. Beyond the transition angles where the radii decreased, the anterior-posterior (A-P) positions of the centers of curvature varied 4.8 mm and 2.3 mm for the medial and lateral condyles, respectively. A two-radius of curvature profile approximates the radii of curvature of both native femoral condyles, but the transition angles differ with the transition angle of the medial femoral condyle occurring about 15 deg later in flexion. Owing to variation in A-P positions of centers of curvature, the F-E axis is not strictly fixed in the femur.

摘要

在设计恢复自然(即健康)膝关节运动学的股骨部件时,胫股关节的屈伸(F-E)轴应与自然膝关节相匹配。由于 F-E 轴由矢状面股骨髁的曲率决定,主要目标是确定曲率半径的变化。从超高分辨率 CT 扫描中生成了 11 个高精度三维(3D)股骨模型。创建了每个髁突的矢状轮廓。基于与每个增量的±15 度弧长最佳拟合的段圆,确定了 15 度增量的曲率半径。结果被标准化为最佳拟合整体圆的半径,对于具有最接近平均半径的半径的股骨髁突,半径为 15 度-105 度。内侧和外侧股骨髁突具有多曲率半径矢状轮廓,在 30 度屈曲时曲率半径减小 10 毫米,在 15 度屈曲时曲率半径减小 8 毫米。在减小的两侧,段圆的半径相对恒定。在半径减小的过渡角度之外,曲率中心的前后(A-P)位置分别变化了内侧和外侧髁突的 4.8 毫米和 2.3 毫米。双曲率半径轮廓近似于两个自然股骨髁突的曲率半径,但过渡角度不同,内侧股骨髁突的过渡角度在屈曲时晚约 15 度发生。由于曲率中心 A-P 位置的变化,F-E 轴在股骨中不是严格固定的。

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