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Current concept in rotational laxity control and evaluation in ACL reconstruction
P Colombet1, J Y Jenny, J Menetrey
1Clinique du sport, 9, rue Jean-Moulin, 33700 Mérignac, France. philippe.colombet5@wanadoo.fr
Orthopaedics & Traumatology, Surgery & Research : OTSR
|November 17, 2012
Summary
This review examines knee rotational laxity in anterior cruciate ligament (ACL) deficient knees. It analyzes various assessment methods and highlights promising new technologies for evaluating this complex 3D motion.
Area of Science:
- Orthopedics
- Biomechanics
- Sports Medicine
Background:
- Anterior cruciate ligament (ACL) deficiency significantly impacts knee joint stability.
- Research focus has shifted from translation to rotational laxity in ACL-injured knees.
- Recent advancements have led to numerous studies and devices for assessing knee rotation.
Purpose of the Study:
- To critically analyze the existing literature on knee rotational laxity in ACL-deficient knees.
- To clarify current knowledge regarding the complex 3D motion involving rotation and translation.
- To review and compare various methods and devices used for assessing rotational laxity.
Main Methods:
- Literature review and critical analysis of published studies.
- Categorization of rotational laxities: coupled with translation, rotational envelope, and active rotation (Pivot-shift test).
- Review of mechanical, radiological, and navigation-based assessment devices (optoelectronic, electromagnetic).
Main Results:
- Different types of rotational laxities are identified and analyzed in the context of ACL deficiency.
- The role of ACL bundles in knee rotation is examined.
- Various static and dynamic testing conditions and assessment technologies are presented.
Conclusions:
- Understanding knee rotational laxity is crucial for ACL-deficient knees.
- Advancements in assessment technologies, including navigation systems and accelerometers, are improving the evaluation of rotational laxity.
- Further research utilizing these advanced tools is promising for clinical applications.