|
||||||||||||
|
|
||||||||||||
|
Feature Story: The Mechanics of Angiogenesis The Mechanics of Angiogenesis Angiogenesis, or the formation of new blood vessels, is a critical part of tissue growth and healing processes. Understanding the underlying mechanisms of this process and how it affects the perfused tissues is fundamental to many issues in medicine. For example, control of angiogenesis could help bones and tissues to heal faster or with better results. In contrast, the inhibition of angiogenesis in some cases could stop the development unwanted tissues such as a tumor, or slow the healing process for better results. Controlled angiogenesis is also important for engineering of new tissues or possibly whole organs needed to replace damaged ones. Researchers in the Musculoskeletal Research Laboratories (MRL) at the SCI Institute are investigating the angiogenesis process and how it effects tissue development. They are also developing computer models to accurately simulate this process and predict the effects of angiogenesis on the mechanical properties of tissues.
An aspect currently under investigation deals with how the infiltration of blood vessels affects the material properties of the tissues. The working hypothesis is that tissues are weakened as the density of blood vessels increases. MRL researchers are testing this hypothesis by growing networks of blood vessels in a collagen gel substrate. At fixed time points during angiogenesis, the material properties of the vascularized collagen scaffold are characterized to test its rigidity and subject the growing blood vessels to stress. The relationships between globally applied stresses and strains and the resulting stresses and strains experienced at the tips of the growing capillaries are being investigated using a computational mechanics methodology called the Material Point Methods (MPM). The software framework was largely developed under another SCI Institute collaboration project, The Center for the Simulation of Accidental Fires and Explosions (C-SAFE). This method simulates any material with a series of points that have a number of properties. In this case, MPM works by modeling the collagen lattice and growing capillaries with a number of points on a background grid. Each point carries information about the mechanical properties of the tissue it represents including it's motion and how strongly it is bound to the neighboring tissues. As the simulation progresses, the grid is stretched to represent the mechanical stress being imposed on the tissues and the points are carried along with it. The grid is reset to an undeformed state on each cycle but the points are left at their new locations and the process is repeated. Material Point Methods have proven to be an efficient and effective way to simulate all kinds of mechanical systems.
This multidisciplinary collaborative project is currently funded by the National Institutes of Health (NHLBI R01 HL077683). Principal Researchers
Search SCI Publications See Also:
|
||||||||||||
![]() |