![]() Note: Optional arguments can be given alone or in conjunction, and in any order.įor the first three calling sequences, given a PDE, or a system of PDEs, possibly including ODEs, algebraic constraints, and inequations, the main goal of the pdsolve function is to find an analytical solution. (optional) request a general solution for PDE_or_PDE_systemĮquation indicate that a numerical solution is to be found the keyword numeric can be used instead of the full equation To compute series solutions for PDE_or_PDE_system Partial differential equation or system of partial differential equations it can contain inequations When exactly solving PDE systems, all the options accepted by the casesplit command are also accepted by pdsolve (optional) set or list with indeterminate functions or names System of partial differential equations it can contain inequations (optional) try to build an explicit expression for the indeterminate function, no matter what the generality of the solution found (optional) indicate the automatic integration of the set of ODEs found when a PDE is solved by using separation of variables (optional) right-hand-side in HINT = hint, where hint is one of: `+`, `*`, one of the keywords strip or TWS, the construction TWS(math_function_name), or any algebraic expression involving unknown functions Indeterminate function or its name or a set or list of them, required when there are many differentiated functions Pdsolve( PDE_or_PDE_system, conds, type=numeric, other_options )Ī partial differential equation or system of them, possibly including boundary or initial values and/or ODEs and/or algebraic constraints Pdsolve( PDE_or_PDE_system, series, conds, order=n, other_options ) Pdsolve( PDE_system, funcs, HINT, other_options ) ![]() Pdsolve( PDE, f, HINT = hint, INTEGRATE, build ) Find solutions for partial differential equations (PDEs) and systems of PDEs
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |