Who Should Participate?
- Orthopaedic surgeons with an interest in increasing their knowledge of when to treat the growing athletic patient requiring joint preservation and open physeal
- Primary Care Sports Medicine physicians with an interest in the treatment of the growing athletic patient with joint issues and physeal fractures
- Allied health professionals with an interest in the treatment of the growing athletic patient with joint issues and physeal fractures
This online, on-demand recorded webinar series by AOSSM and POSNA features three parts.
Pediatric Knee Preservation I: Advanced Discoid and Meniscal Preservation Treatments
Focus on unique and cutting-edge techniques in pediatric meniscus conditions that directly affect knee preservation. Discover the key characteristics to identify meniscus conditions, learn what the indications for treatment are, and the proper treatment techniques to use.
Learning Objectives:
• Introduce knee preservation techniques and considerations specifically focused on meniscal preservation.
• Discuss pediatric considerations when identifying and treating unique meniscal pathology.
• Establish indications for diagnostic investigation and treatment of pediatric meniscus conditions.
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)
Pediatric Knee Preservation II: Chondral and Osteochondral Treatments
Focus on cutting-edge and unique techniques that are used in pediatric knee preservation. Attention specifically on the fixation and repair techniques of chondral and osteochondral injuries and conditions plus, alignment considerations that need to be thought about in a skeletally immature patient.
Learning Objectives:
• Introduce knee preservation techniques and considerations specifically focused on chondral and osteochondral conditions.
• Discuss pediatrics considerations when identifying and treating unique chondral pathology.
• Establish indications for diagnostic investigation and treatment of chondral injuries including alignment considerations.
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)
Patellofemoral Instability
Focus on unique and leading-edge techniques in pediatric patellofemoral instability surgery. What are the surgical indications and treatment strategy for patellofemoral instability in the young athlete?
Learning Objectives:
• Introduce three main contributors/surgical targets for treatment of patellofemoral instability.
• Discuss how skeletal immaturity influences treatment strategy.
• Establish a systematic approach to diagnosis and treatment of patellofemoral instability in young patients.