정상 성인의 슬개건의 길이
The Length of the Patellar Tendon in Normal Adults
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목적: 정상 성인에서 슬개건의 길이를 측정하고 그 길이에 영향을 미치는 요소를 분석하고자 하였다. 대상 및 방법: 전방십자인대 파열 진단 하에 자가 슬개건을 이용한 전방십자인대 재건술을 시행 받은 슬관절 316예(남자 278예, 여자 38예)를 대상으로 분석하였다. 슬개건의 길이는 수술 시 환측에서 채취한 슬개건의 중앙 1/3 부위를 측정하였으며 이 측정치와 신장, 체중, 체질량 지수, 연령 및 성별과의 관련성을 단순 상관 분석 및 선형 회귀 분석을 통해 분석하였다. 결과: 슬개건의 평균 길이는 42.6 mm (30∼60 mm)이었고 연령은 평균 32.7세, 체중은 평균 72.8 kg, 신장은 평균 170.2 cm이었다. 슬개건의 길이와 연령은 약한 음의 상관관계(Pearson correlation r=−0.187), 체중과는 약한 양의 상관관계(r=0.288)를 보였으나, 체질량 지수(body mass index)와는 통계적 유의성이 없었다(p=0.282). 신장과는 비교적 뚜렷한 상관관계(r=0.434)를 보였다. 성별에 따른 차이도 있었으나(p<0.001) 신장의 차이를 보정한 결과 남녀의 차이는 통계학적으로 유의하지 않았다(beta=−0.041, p= 0.491). 슬개건의 길이(y, cm)와 신장(x, cm)간의 관계는 y = 0.032×−1.183으로 예측할 수 있었다. 결론: 슬개건의 길이는 신장과 관련이 있었으며 이를 통하여 슬개건의 길이를 예측할 수 있을 것으로 생각되었다.
Abstract
Purpose: This study was conducted to measure the length of the patellar tendon in normal adults and to analyze the effect of several anthropological variables on the patellar tendon length. Materials and Methods: The study included 316 knees (278 males, 38 females) that were undergoing anterior cruciate ligament reconstruction with a bone-patellar-bone autograft. The patellar tendon length was measured on the middle 1/3 of the ipsilateral patellar tendon taken during the operation and we analyzed the relationships between the tendon length and age, weight, height and gender using simple correlation tests and linear regression analysis. Results: The mean tendon length was 42.6 mm (range: 30∼60 mm) and the mean age, mean weight and mean height was 32.7 years, 72.8 kg and 170.2 cm, respectively. There was weak negative correlation between the tendon length and age (Pearson correlation r=−0.187) and weak positive correlation between the tendon length and weight (r=0.288) but there was no significant correlation between tendon length and the body mass index (p=0.282) There was a positive correlation between tendon length and height (r=0.434). There was a significant difference between the males and females for the length of tendon (p<0.001), yet after removing the variance of height, the difference was statistically insignificant (beta=−0.041, p=0.491). The linear regression equation for the patellar tendon length (y, in centimeters) as a function of height (x, in centimeter) can be expressed as y=0.032×1.183. Conclusion: The length of the patellar tendon is correlated with height, and a patient’s height can predict the length of the patellar tendon.
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