📄 time_lms.m
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function [alpha,beta]=time_lms(method,order)% function [alpha,beta]=time_lms(method,order)% INPUT:% method some properly abbreviated lms-method% order step order of the method% OUTPUT:% alpha alpha-LMS parameters ordered past to present% beta beta-LMS parameters ordered past to present% COMMENT:% method can be 'bdf' (backwards differentiation methods), % 'adb' (Adams-Bashforth methods), 'adm' (Adams-Moulton methods)% (c) DDE-BIFTOOL v. 1.00, 15/03/2000if method=='bdf' if order==1 % aka backward euler alpha=[-1 1]; beta=[0 1]; elseif order==2 alpha=[1/3 -4/3 1]; beta=[0 0 2/3]; elseif order==3 alpha=[-2/11 9/11 -18/11 1]; beta=[0 0 0 6/11]; elseif order==4 alpha=[3/25 -16/25 36/25 -48/25 1]; beta=[0 0 0 0 12/25]; elseif order==5 alpha=[-12/137 75/137 -200/137 300/137 -300/137 1]; beta=[0 0 0 0 0 60/137]; elseif order==6 alpha=[10/147 -72/147 225/147 -400/147 450/147 -360/147 1]; beta=[0 0 0 0 0 0 60/147]; else err=order error('TIME_LMS: requested bdf order not supported.'); end;elseif method=='adb' if order==1 % aka forward euler alpha=[-1 1]; beta=[1 0]; elseif order==2 alpha=[0 -1 1]; beta=[-1 3 0]/2; elseif order==3 alpha=[0 0 -1 1]; beta=[5 -16 23 0]/12; elseif order==4 alpha=[0 0 0 -1 1]; beta=[-9 37 -59 55 0]/24; elseif order==5 alpha=[0 0 0 0 -1 1]; beta=[251 -1274 2616 -2774 1901 0]/720; elseif order==6 alpha=[0 0 0 0 0 -1 1]; beta=[-475 2877 -7298 9982 -7923 4277 0]/1440; else err=order error('TIME_LMS: requested adb order not supported.'); end;elseif method=='adm' if order==1 % aka trapezium rule alpha=[-1 1]; beta=[1 1]/2; elseif order==2 alpha=[0 -1 1]; beta=[-1 8 5]/12; elseif order==3 alpha=[0 0 -1 1]; beta=[1 -5 19 9]/24; elseif order==4 alpha=[0 0 0 -1 1]; beta=[-19 106 -264 646 251]/720; elseif order==5 alpha=[0 0 0 0 -1 1]; beta=[27 -173 482 -798 1427 475]/1440; else err=order error('TIME_LMS: requested adm order not supported.'); end;else err=method error('TIME_LMS: requested method not recognized.');end;return;
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