Technical Notes - On Estimating the Parameters of the Gaudin-Meloy Equation

- Organization:
- The American Institute of Mining, Metallurgical, and Petroleum Engineers
- Pages:
- 2
- File Size:
- 95 KB
- Publication Date:
- Jan 1, 1965
Abstract
Current theories of fracture maintain that brittle materials contain flaws or regions of weakness at which fracture originates. Whether a particular flaw grows depends upon the stress distribution in its vicinity and upon the presence of other stress relieving mechanisms capable of absorbing the applied energy. Under load, therefore, certain of these flaws will be activated, and the resulting fragments will have a size distribution determined by the spatial distribution of active flaws. Gaudin and Meloy,1 assuming a random occurrence of flaws, have derived the size distribution of fragments as
Citation
APA:
(1965) Technical Notes - On Estimating the Parameters of the Gaudin-Meloy EquationMLA: Technical Notes - On Estimating the Parameters of the Gaudin-Meloy Equation. The American Institute of Mining, Metallurgical, and Petroleum Engineers, 1965.