DORT and TORT workshop -- Outline for presentation for splicing with TORSED and TORSET
Amy Louise Barnett · University of North Texas Digital Library (University of North Texas) · 1998
This paper addresses the problem of solving a problem which is larger than can be accommodated by the computer system at your disposal. This can result from two constrains: (1) The available memory of the machine is too small to contain the problem. (2) Individual files may be too large to store on-line. It also addresses the problem of what to do when you want to alter only a subset of a solution space of a larger problem and don`t want to rerun the entire problem. These problems can be solved by splicing with TORSED AND TORSET. If the basic shape of your problem is cylindrical and azimuthally uniform, with only a small region of three-dimensionality, then the best splicing method is the TORSED -- DORT to TORT splice. However, if there is no part of the problem which is azimuthally constant, then one might want to consider a TORT to TORT splice. Both methods are discussed here.