Atomistic and continuum modeling of mechanical properties of collagen: Elasticity, fracture, and self-assembly
By Markus J. Buehler. 2006
301 citations recorded by the source corpus.
Subfields: Biomaterials, Biomedical Engineering, Mechanical Engineering
View Paper: https://www.semanticscholar.org/paper/9c1513a983288a1ba77ec5d552e66e2839773c80
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Biomaterials
- Markus J. Buehler
- Richard Weinkamer
- T. Ackbarow
- P. Fratzl
- Sinan Keten
- Iwona Jasiuk
- Yikhan Lee
- E. Hamed
In Biomedical Engineering
- Markus J. Buehler
- Richard Weinkamer
- T. Ackbarow
- P. Fratzl
- Sinan Keten
- Iwona Jasiuk
- Yikhan Lee
- E. Hamed
In Mechanical Engineering
- T. Ackbarow
- Sinan Keten
- Richard Weinkamer
- P. Fratzl
- G. Em Karniadakis
- Markus J. Buehler
- Ellen Kuhl
- Iwona Jasiuk
Citations in the corpus
- Multiscale modeling meets machine learning: What can we learn? (2019, methodology): “al systems comes from the inherent source of uncertainty in living matter, the high heterogeneity of the microscale, inter-subject variability, and stochastic nature of biological regulatory networks [16, 38, 68]. Machine learning for multiscale systems. Machine learning methods have recently permea”
- Theoretical and computational hierarchical nanomechanics of protein materials: Deformation and fracture (2008, methodology): “Fracture mechanics of a single tropocollagen molecule, as reported in [26].”
- Nature’s hierarchical materials (2007, methodology): “Single molecule experiments on (type I) collagen molecules employing atomic force microscopy [180,181] or optical tweezers [182] and fitting the data with a worm-like chain model [183], resulted in a persistence length of about 15 nm [182], a value close to the predictions of atomistic simulation of”
- Multiscale modeling of elastic properties of cortical bone (2010, background): “For example, the tensile Young’s modulus of collagen was calculated to be 6.99, 8.71, and 18.82 GPa for three different loading rates in MD simulations showing that collagen has a rate-dependent elastic response [ 53 ].”
- Molecular nanomechanics of nascent bone: fibrillar toughening by mineralization (2007, methodology): “The nonlinear stress–strain behaviour of individual TC molecules under tensile loading is approximated with a bilinear model (the energy ET is given by integrating the force FT(r) over the radial distance) [20].”