Titlebook: Mechanobiology of Fracture Healing; From Basic Science t Lutz E. Claes Book 2022 The Author(s), under exclusive license to Springer Nature

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書目名稱Mechanobiology of Fracture Healing讀者反饋學(xué)科排名

Asparagus

Basic Biology of Fracture Healing,rives callus formation. The callus expanse and progresses in diameter and direction to the fracture, which it finally bridges and stabilizes..Cancellous bone in metaphyseal areas appears to heal with no or very limited callus formation but rather by a direct bone formation on existing trabeculae. Fo

現(xiàn)實(shí)

Specific Methods in Fracture Healing Studies, be by unrestricted or restricted walking or by externally applied forces that create a certain interfragmentary movement..Methods to apply and measure forces and interfragmentary movements are described. Various methods to measure the fracture healing outcome like micro-computed tomography stiffnes

攀登

Biomechanical Enhancement of Fracture Healing,% better healing for non-unions treated by ESWT, but the quality of the studies was poor and this needs further investigation..Dynamization can be performed by various techniques. Dynamization by telescoping can accelerate bone healing, while dynamization by destabilization of the fracture fixation

lethal

Mechanobiological Hypotheses, Numerical Models and Their Application to the Improvement of Clinicalng..The optimal stability was found to be an axial stiffness of between 1000 and 2500 N/mm and a shear stiffness larger than 300 N/mm. Larger diameter intramedullary nails fulfilled that criteria better than unreamed titanium nails with a small diameter and flexible external fixators. Conventional c

MOAN

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Aphorism

Lutz E. Claescipal minor of A is positive. Suppose we drop the symmetric assumption from A. In such situations can we prove similar results? In other words, suppose A has the following property, namely x′Ax>0 for every x≠0. They can we assert that every principal minor of A is positive? Another interesting quest

indicate

Lutz E. Claescipal minor of A is positive. Suppose we drop the symmetric assumption from A. In such situations can we prove similar results? In other words, suppose A has the following property, namely x′Ax>0 for every x≠0. They can we assert that every principal minor of A is positive? Another interesting quest

脆弱吧

Correction to: Basic Biomechanical Factors Affecting Fracture Healing,