Keywords
myofibroblast, collagen lattices, contraction
Abstract
Both rat derived vascular smooth muscle cells (SMC) and human myofibroblasts contain $\alpha$ smooth muscle actin (SMA), but they utilize different mechanisms to contract populated collagen lattices (PCLs). The difference is in how the cells generate the force that contracts the lattices. Human dermal fibroblasts transform into myofibroblasts, expressing $\alpha$-SMA within stress fibers, when cultured in lattices that remain attached to the surface of a tissue culture dish. When attached lattices are populated with rat derived vascular SMC, the cells retain their vascular SMC phenotype. Comparing the contraction of attached PCLs when they are released from the culture dish on day 4 shows that lattices populated with rat vascular SMC contract less than those populated with human myofibroblast. PCL contraction was evaluated in the presence of vanadate and genistein, which modify protein tyrosine phosphorylation, and ML-7 and Y-27632, which modify myosin ATPase activity. Genistein and ML-7 had no affect upon either myofibroblast or vascular SMC-PCL contraction, demonstrating that neither protein tyrosine kinase nor myosin light chain kinase was involved. Vanadate inhibited myofibroblast-PCL contraction, consistent with a role for protein tyrosine phosphatase activity with myofibroblast-generated forces. Y-27632 inhibited both SMC and myofibroblast PCL contraction, consistent with a central role of myosin light chain phosphatase.
Original Publication Citation
Journal of Cellular Biochemistry 111:362-369
BYU ScholarsArchive Citation
Dallon, J. C. and Ehrlich, H P., "Differences in the Mechanism of Collagen Lattice Contraction by Myofibroblasts and Smooth Muscle Cells" (2010). Faculty Publications. 2712.
https://scholarsarchive.byu.edu/facpub/2712
Document Type
Peer-Reviewed Article
Publication Date
2010
Permanent URL
http://hdl.lib.byu.edu/1877/5538
Publisher
© Wiley Periodicals, Inc.
Language
English
College
Physical and Mathematical Sciences
Department
Mathematics
Copyright Status
© Wiley Periodicals, Inc.
Copyright Use Information
http://lib.byu.edu/about/copyright/