Advanced search×

The role of nerve allografts and conduits for nerve injuries.

Hand Clin 26(3):435-46, viii (2010) PMID 20670808

Nerve repair after transection has variable and unpredictable outcomes. In addition to advancements in microvascular surgical techniques, nerve allografts and conduits are available options in peripheral nerve reconstruction. When tensionless nerve repair is not feasible, or in chronic injuries, autografts have been traditionally used. As substitute to autografts, decellularized allografts and conduits have become available. These conduits can reduce donor site morbidity, functional loss at the donor area in cases where autografts are used, and immune reaction from transplants or unprocessed allografts. The development of new biomaterials for use in conduits, as well as use of cytokines, growth factors, and other luminal fillers, may help in the treatment of acute and chronic nerve injuries. The indications and properties of nerve conduits and allografts are detailed in this article.

DOI: 10.1016/j.hcl.2010.04.010
Version: za2963e q8zab q8zb7 q8zc2 q8zd2 q8ze0 q8zfa q8zg0

Similar articles you may find interesting…

  1. Statistical mechanics of the lattice sphere packing problem

    arXiv:1305.1310 [cond-mat.stat-mech] 6 May 2013

    We present an efficient Monte Carlo method for the lattice sphere packing Problem in d dimensions. We use this method to numerically discover de novo the Densest lattice sphere packing in dimensions 9 through 20. Our method goes Beyond previous methods not only in exploring higher dimensions but als...
  2. Interaction of artemisinin and its derivatives with human serum albumin studied using spectroscopies and molecular modeling methods.

    Mol Biol Rep (2013) PMID 23645089

    I of HSA....
  3. Generalized Deam-Edwards Approach to the Statistical Mechanics of Randomly Crosslinked Systems

    arXiv:1305.0718 [cond-mat.stat-mech] 3 May 2013

    We address the statistical mechanics of randomly and permanently crosslinked Networks. We develop a theoretical framework (vulcanization theory) which can Be used to systematically analyze the correlation between the statistical Properties of random networks and their histories of formation. General...