Classification of femoral head necrosis
According to the classification standard of the Japanese Investigation Committee (JIC), necrotic lesions are divided into four types (type A, type B, type C1 and type C2) according to the location of the relative load-bearing area of necrotic lesions[9]. Zhihui Pang believes that JIC classification is based on the positive (anterior and posterior) films of bilateral hip joints, which only reflect the necrosis range and collapse degree of the top of the femoral head and the lateral load-bearing area. Due to the limitations of body position shielding, it is impossible to distinguish the necrosis of the anterolateral load-bearing area of the femoral head. Therefore, he created frog classification based on JIC classification, that is, to observe the necrosis range and collapse degree of the anterolateral femoral head from the frog films of bilateral hip joints, The criteria of frog position typing are the same as JIC typing (type A, type B, type C1 and type C2)[10]. In JIC classification, C1 and C2 necrosis are more recommended to be treated with hip joint preservation surgery[11]. Therefore, we established C1 and C2 hip preservation models for biomechanical analysis.
Construction Of Three-dimensional Model Of Normal Hip Joint And Necrotic Femoral Head
We recruited a 27 year old healthy male volunteer with a height of 170cm and a weight of 75kg. The volunteer had no history of hip trauma, long-term drinking and hormone use. The experiment was carried out with the consent of volunteers. The scheme was approved by the local ethics committee (the composition of the ethics committee: the First Affiliated Hospital of Guangzhou University of Chinese medicine, ethics number: NO.JY【2021】127), and the written informed consent to participate in the study was obtained from the participants. During CT scanning, the volunteers were in a supine position, with bilateral anterior superior iliac spines at the same level, and both lower limbs in a neutral position with shoulder width. Using isotropic resolution thin layer scanning technology, image matrix 512 × 512, the pixel size is 1mm. The layer thickness is 1mm and the interval is zero. Image data shall be saved in DICOM format. Mimics21.0, geomagic2017 and other software were used to reconstruct acetabulum, femur, allogeneic fibula strip, hollow compression screw and other models. After constructing the three-dimensional model of the normal hip joint through the finite element analysis software, we regard the femoral head as a sphere approximately, and the necrotic area as a cone with the center of the femoral head as the midpoint, the spherical surface of the femoral head as the bottom, and the vertex angle as 60 °, so as to determine the necrotic range and volume. Using the image segmentation and movement function of solidworks2017 software, we refer the normal model to the normal frog position placement method (hip abduction 45 °, internal rotation 15 °), Simulate the frog posture of normal human body (Fig. 1a). On the "frog posture" model, use the soildworks2017 software to make a "necrotic cone" (Fig. 1b). According to the frog posture classification standard, rotate the "necrotic cone" to the C1 and C2 positions in the frog posture classification. Finally, place the model in the positive position, so as to make C1 and C2 necrotic models (Fig. 2a and Fig. 2b).
Construction of the model of fibular allograft graft and hollow compression screw combined with fibular allograft graft.
The hollow compression screw and fibula strip model were made by using the stretching function of SolidWorks software (Fig. 3). The model parameters were as follows: hollow screw (length 90mm, thread length 30mm, thread end diameter 7.3mm, non thread end diameter 5.0mm), allogeneic fibula strip (length 90mm, diameter 10mm); Then, using the intergroup assembly function of soildworks2017 software, the fibula strips were matched to the three-dimensional model of the necrotic femoral head according to the surgical operation (specific steps: 2.5cm below the greater trochanter, point to the necrotic center of the femoral head, establish a bone tunnel, and implant the fibula strips into the necrotic models at different necrotic locations according to the direction of the bone tunnel) (Fig. 4a, Fig. 4b); According to the same steps, hollow compression screws were implanted in parallel under the fibula strips along the direction of the bone tunnel, and the hollow compression screws combined with allogeneic fibula strips were made (Fig. 4c, Fig. 4d).
Assignment Of Finite Element Model And Setting Of Boundary Conditions
All models are input into anysy17.0 to generate isotropic 10 node tetrahedral elements with a mesh size of 4mm. The initial model is composed of nodes and elements. In these models, standing on one leg is a representative posture, and the sacroiliac joint and pubic symphysis of unilateral pelvis are fully constrained. This constraint is equivalent to the ground reaction force of body weight applied to the rigid body plane bound to the distal femur (Fig. 5). Based on the anatomical structure of the hip and the biomechanical properties of the soft tissue, 7 muscles of the hip were made by using the axial connection function of SoildWorks. For the setting of muscle strength, refer to relevant literature[12]: gluteus maximus = 550N, gluteus medius = 700N, gluteus minimus = 300N, tensor fascia lata = 300N, adductor longus = 560N, adductor magnus = 600N, piriformis = 500N; The hip joint model is mainly composed of cortical bone, cancellous bone, articular cartilage, necrotic bone and other elements. The hip preservation surgery model also includes hollow compression screws and allogeneic fibula strips. The material properties of these elements are isotropic. For specific material assignment, refer to the literature[13–15]: Elastic modulus of cortical bone = 15100mpa, Poisson's ratio = 0.3; Elastic modulus of cancellous bone = 445mpa, Poisson's ratio = 0.22; Elastic modulus of articular cartilage = 10.5mpa, Poisson's ratio = 0.45; Elastic modulus of necrotic bone = 124.6mpa, Poisson's ratio = 0.15; Elastic modulus of allogeneic fibula strip = 15100mpa, Poisson's ratio = 0.3; Elastic modulus of hollow compression screw = 11000, Poisson's ratio = 0.3.
Finite Element Model Analysis
Apply surface load to the contact surface of the model (that is, the loading surface is the contact surface between the cartilage surfaces of the acetabulum of the hip joint, so that the resultant force acting on the femoral head points to the ball center of the femoral head, and the resultant force direction forms an included angle of 20 ° with the long axis of the femoral shaft, so that the stress direction is close to the resultant force direction when the human body stands on one foot) and set the load steps and sub steps. The application position of the surface load in the static position of both legs and gait cycle refers to the load-bearing surface in. The applied load includes: 1440N (equivalent to the load on the femur when 60kg people stand on one foot = 2.4 times the body weight), 2400N (equivalent to the peak stress on the foot following the ground when 60kg people walk = 4 times the body weight), 4200N (equivalent to the peak stress on the toe when 60kg people walk off the ground = 7 times the body weight).