Objective： To investigate the biomechanical effect of major extremity vessels to choose appropriate repair methods for vascular injuries of the extremities. Methods ： The data of 385 patients （337 males and 48 fem...Objective： To investigate the biomechanical effect of major extremity vessels to choose appropriate repair methods for vascular injuries of the extremities. Methods ： The data of 385 patients （337 males and 48 females, aged 18-71 years, mean = 32.6 years ） including 403 injured vessels, who suffered from vascular injuries of the extremities and were treated in our hospital from October 1960 to August 2005, were studied retrospectively in this article. We compared the results of different repair methods for the defect of vessels and evaluated different injured vessels for repairing arterial injuries with anastomosis and venous graft, respectively. Results： A significant difference was found between the defect lengths of the arteries repaired with anastomosis and venous graft （ P 〈 0. 0001 ）. The upper limits of the confidence interval in the defect lengths of the brachial artery, the femoral artery and the popliteal artery were 3.43 cm, 2. 38 cm and 2. 42 cm, respectively, when repaired with anastomosis. The lower limits were 2.16 cm, 2.16 cm and 1. 63 cm, respectively, when repaired with venous graft. The defect length of each artery repaired with venous graft had linear correlation with the graft length. Conclusion - Because of the longitudinal biomechanical difference of different options of repair arterial injuries. human peripheral vessels, are necessary for different arterial injuries.展开更多
This paper is to study the two-dimensional stress distribution of a finite functionally graded material (FGM) plate with a circular hole under arbitrary constant loads. Using the method of piece-wise homogeneous layer...This paper is to study the two-dimensional stress distribution of a finite functionally graded material (FGM) plate with a circular hole under arbitrary constant loads. Using the method of piece-wise homogeneous layers, the stress analysis of the finite FGM plate having radial arbitrary elastic properties is made based on the complex variable method combined with the least square boundary collocation technique. Numerical results of stress distribution around the hole are then presented for different loading conditions, different material properties and different plate sizes, respectively. It is shown that the stress concentration in the finite plate is generally enhanced compared with the case of an infinite plate, but it can be significantly reduced by choosing proper change ways of the radial elastic modulus.展开更多
文摘Objective： To investigate the biomechanical effect of major extremity vessels to choose appropriate repair methods for vascular injuries of the extremities. Methods ： The data of 385 patients （337 males and 48 females, aged 18-71 years, mean = 32.6 years ） including 403 injured vessels, who suffered from vascular injuries of the extremities and were treated in our hospital from October 1960 to August 2005, were studied retrospectively in this article. We compared the results of different repair methods for the defect of vessels and evaluated different injured vessels for repairing arterial injuries with anastomosis and venous graft, respectively. Results： A significant difference was found between the defect lengths of the arteries repaired with anastomosis and venous graft （ P 〈 0. 0001 ）. The upper limits of the confidence interval in the defect lengths of the brachial artery, the femoral artery and the popliteal artery were 3.43 cm, 2. 38 cm and 2. 42 cm, respectively, when repaired with anastomosis. The lower limits were 2.16 cm, 2.16 cm and 1. 63 cm, respectively, when repaired with venous graft. The defect length of each artery repaired with venous graft had linear correlation with the graft length. Conclusion - Because of the longitudinal biomechanical difference of different options of repair arterial injuries. human peripheral vessels, are necessary for different arterial injuries.
基金supported by the National Natural Science Foundation of China (Grant No. 10972103)the Ph.D. Programs Foundation of Ministry of Education of China (Grant No. 20093218110004)+1 种基金the Funding of Jiangsu Innovation Program for Graduate Education (Grant No.CXZZ11_0191)Funding for Outstanding Doctoral Dissertation in NUAA (Grant No. BCXJ11-03)
文摘This paper is to study the two-dimensional stress distribution of a finite functionally graded material (FGM) plate with a circular hole under arbitrary constant loads. Using the method of piece-wise homogeneous layers, the stress analysis of the finite FGM plate having radial arbitrary elastic properties is made based on the complex variable method combined with the least square boundary collocation technique. Numerical results of stress distribution around the hole are then presented for different loading conditions, different material properties and different plate sizes, respectively. It is shown that the stress concentration in the finite plate is generally enhanced compared with the case of an infinite plate, but it can be significantly reduced by choosing proper change ways of the radial elastic modulus.
