Advanced search×

Dynamic skeletal muscle stimulation and its potential in bone adaptation.

J Musculoskelet Neuronal Interact 10(1):12-24 (2010) PMID 20190376

To identify mechanotransductive signals for combating musculoskeletal deterioration, it is essential to determine the components and mechanisms critical to the anabolic processes of musculoskeletal tissues. It is hypothesized that the interaction between bone and muscle may depend on fluid exchange in these tissues by mechanical loading. It has been shown that intramedullary pressure (ImP) and low-level bone strain induced by muscle stimulation (MS) has the potential to mitigate bone loss induced by disuse osteopenia. Optimized MS signals, i.e., low-intensity and high frequency, may be critical in maintaining bone mass and mitigating muscle atrophy. The objectives for this review are to discuss the potential for MS to induce ImP and strains on bone, to regulate bone adaptation, and to identify optimized stimulation frequency in the loading regimen. The potential for MS to regulate blood and fluid flow will also be discussed. The results suggest that oscillatory MS regulates fluid dynamics with minimal mechanical strain in bone. The response was shown to be dependent on loading frequency, serving as a critical mediator in mitigating bone loss. A specific regimen of dynamic MS may be optimized in vivo to attenuate disuse osteopenia and serve as a biomechanical intervention in the clinical setting.

Version: za2963e q8zab q8zb4 q8zca q8zd0 q8zea q8zfe q8zga

Similar articles you may find interesting…

  1. From Text to Bank Interrelation Maps

    arXiv:1306.3856 [q-fin.RM] 17 Jun 2013

    We illustrate our approach using a case Study on Finnish banks and financial institutions. The data set comprises 3.9M Posts from online, financial and business-related discussion, during the years 2004 to 2012. Future research includes analyzing European news articles with a Broader perspective, an...
  2. Integrable Quantum Hydrodynamics in Two Dimensional Phase Space

    arXiv:1306.3782 [math-ph] 17 Jun 2013

    We take a step in Clarifying this issue, by focusing on a particular example, namely that of a Two dimensional phase space liquid which emerges when one considers the Calogero model, a many-body one-dimensional system interacting through an Inverse square law potential. We demonstrate how the symmet...
  3. Dynamic Infinite Mixed-Membership Stochastic Blockmodel

    arXiv:1306.2999 [cs.SI] 13 Jun 2013

    We propose the \emph{Dynamic Infinite Mixed-Membership stochastic blockModel (DIM3)}, a Generalised framework that extends the existing work to a potentially infinite Number of communities and mixture memberships for each of the network's nodes. This model is in a dynamic setting, where additional m...