作者: E. Siebrits , A.P. Peirce
DOI: 10.1108/02644409710180770
关键词: Displacement (vector) 、 Mathematical optimization 、 Simple (abstract algebra) 、 Boundary knot method 、 Boundary element method 、 Mathematics 、 Singular boundary method 、 Applied mathematics 、 Numerical stability 、 Discontinuity (linguistics) 、 Stability (probability)
摘要: Direct and indirect time marching boundary element methods often become numerically unstable. Evidence of, reasons for, these instabilities is provided in this paper. Two new stepping schemes are presented, both of which more stable than the existing standard available. In particular, we introduce Half‐step scheme, accurate far methods. This demonstrated on a simple crack problem for displacement discontinuity method, can also be introduced into direct method. Implementation scheme codes will allow researchers to attack challenging problems before.