Abstract
For the cases under consideration, the authors derive a path-independent integral which includes terms due to diffusion. If assumed that the diffusion effects are negligible at infinity, then the first component of this integral, evaluated at infinity, is reduced to the familiar J-integral.
Original language | English (US) |
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Pages | 257-266 |
Number of pages | 10 |
State | Published - Jan 1 1978 |
Event | Fract 1977 $—$ adv in res on the strength and fract of mater, Int Conf on Fract, 4th - Waterloo, Ont, USA Duration: Jun 19 1977 → Jun 24 1977 |
Other
Other | Fract 1977 $—$ adv in res on the strength and fract of mater, Int Conf on Fract, 4th |
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City | Waterloo, Ont, USA |
Period | 6/19/77 → 6/24/77 |