Finite Element Analysis of Plantar Fascia During Walking: A Quasi-static Simulation

被引:47
作者
Chen, Yen-Nien [1 ,2 ]
Chang, Chih-Wei [1 ,3 ]
Li, Chun-Ting [1 ]
Chang, Chih-Han [1 ]
Lin, Cheng-Feng [4 ]
机构
[1] Natl Cheng Kung Univ, Inst Biomed Engn, Tainan 70101, Taiwan
[2] Met Ind Res & Dev Ctr, Kaohsiung, Taiwan
[3] Natl Cheng Kung Univ Hosp, Dept Orthoped, Tainan 70428, Taiwan
[4] Natl Cheng Kung Univ, Dept Phys Therapy, Tainan 70101, Taiwan
关键词
plantar fascia; gait simulation; foot arch; finite element (FE) model; METATARSOPHALANGEAL JOINT; FOOT MODEL; FORCE; ANKLE; APONEUROSIS; VALIDATION; IMPACT; ARCH;
D O I
10.1177/1071100714549189
中图分类号
R826.8 [整形外科学]; R782.2 [口腔颌面部整形外科学]; R726.2 [小儿整形外科学]; R62 [整形外科学(修复外科学)];
学科分类号
摘要
Background: The plantar fascia is a primary arch supporting structure of the foot and is often stressed with high tension during ambulation. When the loading on the plantar fascia exceeds its capacity, the inflammatory reaction known as plantar fasciitis may occur. Mechanical overload has been identified as the primary causative factor of plantar fasciitis. However, a knowledge gap exists between how the internal mechanical responses of the plantar fascia react to simple daily activities. Therefore, this study investigated the biomechanical responses of the plantar fascia during loaded stance phase by use of the finite element (FE) modeling. Methods: A 3-dimensional (3-D) FE foot model comprising bones, cartilage, ligaments, and a complex-shaped plantar fascia was constructed. During the stance phase, the kinematics of the foot movement was reproduced and Achilles tendon force was applied to the insertion site on the calcaneus. All the calculations were made on a single healthy subject. Results: The results indicated that the plantar fascia underwent peak tension at preswing (83.3% of the stance phase) at approximately 493 N (0.7 body weight). Stress concentrated near the medial calcaneal tubercle. The peak von Mises stress of the fascia increased 2.3 times between the midstance and preswing. The fascia tension increased 66% because of the windlass mechanism. Conclusion: Because of the membrane element used in the ligament tissue, this FE model was able to simulate the mechanical structure of the foot. After prescribing kinematics of the distal tibia, the proposed model indicated the internal fascia was stressed in response to the loaded stance phase.
引用
收藏
页码:90 / 97
页数:8
相关论文
共 25 条
[1]  
Aquino A., 1999, The Foot, V9, P73, DOI [10.1054/foot.1999.0520, DOI 10.1054/FOOT.1999.0520]
[2]  
Athanasiou KA, 1998, CLIN ORTHOP RELAT R, P269
[3]  
Camacho DLA, 2002, J REHABIL RES DEV, V39, P401
[4]   The biomechanical relationship between the tendoachilles, plantar fascia and metatarsophalangeal joint dorsiflexion angle [J].
Carlson, RE ;
Fleming, LL ;
Hutton, WC .
FOOT & ANKLE INTERNATIONAL, 2000, 21 (01) :18-25
[5]   Role of gastrocnemius-soleus muscle in forefoot force transmission at heel rise - A 3D finite element analysis [J].
Chen, Wen-Ming ;
Park, Jaeyoung ;
Park, Seung-Bum ;
Shim, Victor Phyau-Wui ;
Lee, Taeyong .
JOURNAL OF BIOMECHANICS, 2012, 45 (10) :1783-1789
[6]   Finite element analysis of plantar fascia under stretch - The relative contribution of windlass mechanism and Achilles tendon force [J].
Cheng, Hsin-Yi Kathy ;
Lin, Chun-Li ;
Wang, Hsien-Wen ;
Chou, Shih-Wei .
JOURNAL OF BIOMECHANICS, 2008, 41 (09) :1937-1944
[7]   Effect of Achilles tendon loading on plantar fascia tension in the standing foot [J].
Cheung, JTM ;
Zhang, M ;
An, KN .
CLINICAL BIOMECHANICS, 2006, 21 (02) :194-203
[8]   Effects of plantar fascia stiffness on the biomechanical responses of the ankle-foot complex [J].
Cheung, JTM ;
Zhang, M ;
An, KN .
CLINICAL BIOMECHANICS, 2004, 19 (08) :839-846
[9]   Dynamic loading of the plantar aponeurosis in walking [J].
Erdemir, A ;
Hamel, AJ ;
Fauth, AR ;
Piazza, SJ ;
Sharkey, NA .
JOURNAL OF BONE AND JOINT SURGERY-AMERICAN VOLUME, 2004, 86A (03) :546-552
[10]   Plantar soft tissue loading under the medial metatarsals in the standing diabetic foot [J].
Gefen, A .
MEDICAL ENGINEERING & PHYSICS, 2003, 25 (06) :491-499