Mercurial > repos > public > sbplib
view +noname/Discretization.m @ 20:c7efff913935
Decoupled plotting and timesteppers. Added possibility of different plot_types. Added functions for printing and plotting solution file content.
author | Jonatan Werpers <jonatan@werpers.com> |
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date | Tue, 22 Sep 2015 17:35:58 +0200 |
parents | 16bad7c459da |
children | ed6a704b028d |
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classdef Discretization < handle properties (Abstract) name %Short description description %Longer description order %Order of accuracy end methods (Abstract) % Prints some info about the discretisation printInfo() % Return the number of DOF n = size(obj) % Returns a timestepper for integrating the discretisation in time % method is a string that states which timestepping method should be used. % The implementation should switch on the string and deliver % the appropriate timestepper. It should also provide a default value. % k is a desired timestep % cfl is a choses cfl constant used to set the timestep. ignored if k is set. ts = getTimestepper(obj,method,k,cfl) % Calculates a timestep for the discretization and a given timestepping method. % Can take order, differnt types of scaling in h, or other parameters in Discr into % account. % method -- time stepping method for which to give a timestep. % cfl -- [optioanal] a cfl constant to use to calculate the timetep. % if skipped getTimestep should use a precomputed value. k = getTimestep(obj, method, cfl) % getTimeSnapshot returns a struct which represents the solution in ts at current time. % if ts is empty or 0 a representation of the initial conditions be returned. repr = getTimeSnapshot(obj,ts) % Sets up movie recording to a given file. % saveFrame is a function_handle with no inputs that records the current state % as a frame in the moive. saveFrame = setupMov(obj, file) % Sets up a plot of the discretisation % update is a function_handle accepting a timestepper that updates the plot to the % state of the timestepper % type allows for different kinds of plots. Some special values are used by the lib. 'animate' and 'plot' for example [update,hand] = setupPlot(obj, type) end methods(Abstract,Static) % Compare two functions u and v in the discrete l2 norm. e = compareSolutions(u, v) % Compare the functions u to the analytical function g in the discrete l2 norm. e = compareSolutionsAnalytical(u, g) end end