First, is anyone able to recreate the exact output I get? Second, Can anyone tell me why the value for u changes in this while loop? To the best of my understanding it should be constant yet it continues to decrease... Or if no one else can recreate this issue I'll look into hardware errors. I'm guessing it's a novice user error in Julia and I tried both global and non-global u declarations... Thanks!
Windows 7 Pro, HP Z820, 64-Bit, running Julia 0.4.5
global u=[2.681726086033021];
eo1 = u;
tem5 = [9999.9];
ktr = [1];
tsize=[1];
axnl=[0.1641272464920273];
aynl=[-.08693550068203583];
sineo1 = sin(eo1); #initialize
coseo1 = cos(eo1);
while (maximum(abs(tem5)) >= 1.0e-12 )== 1 && maximum(ktr) <= 10
tem5orig = abs(tem5) .>= 1.0e-12; #we care about updating records *originally* meeting conditions
sineo1[tem5orig] = sin(eo1[tem5orig]);
coseo1[tem5orig] = cos(eo1[tem5orig]);
tem5temp1 = ones(tsize) - coseo1 .* axnl - sineo1 .* aynl;
tem5[tem5orig] = tem5temp1[tem5orig];
tem5[tem5orig] = (u[tem5orig] - aynl[tem5orig] .*coseo1[tem5orig] + axnl[tem5orig] .*sineo1[tem5orig] - eo1[tem5orig]) ./tem5[tem5orig];
tem5temp2 = tem5;
if (maximum(abs(tem5temp2)) > 0.95) == 1
if maximum((abs(tem5temp2) .> 0.95) + (tem5temp2 .> 0) .> 1) == 1
tem5temp2[((abs(tem5temp2) .> 0.95) + (tem5temp2 .> 0)) .> 1] = 0.95;
end
if (maximum((abs(tem5temp2) .> 0.95) + (tem5temp2 .<= 0)) .> 1) == 1
tem5temp2[((abs(tem5temp2) .> 0.95) + (tem5temp2 .<= 0)) .> 1] = -0.95;
end
end
tem5[tem5orig] = tem5temp2[tem5orig];
eo1[tem5orig] = eo1[tem5orig] + tem5[tem5orig];
ktrtemp = ktr + 1;
ktr[tem5orig] = ktrtemp[tem5orig];
println(ktr,",",tem5,",",eo1,",",sineo1,",",coseo1,",",u,",",tem5orig)
end
Output:
[2],[-0.0042672957728621345],[2.6774587902601588],[0.4438285405397952],-0.8961117266291717],[2.6774587902601588],Bool[true]
[3],[-0.003598989243971466],[2.6738598010161874],[0.4476484617059426],[-0.8942096257211187],[2.6738598010161874],Bool[true]
[4],[-0.003035319765326468],[2.670824481250861],[0.4508638064529911],[-0.8925927559815393],[2.670824481250861],Bool[true]
[5],[-0.0025599151808959153],[2.6682645660699653],[0.4535710297874299],[-0.8912201304602417],[2.6682645660699653],Bool[true]
[6],[-0.0021589606544931365],[2.6661056054154724],[0.4558509890748779],[-0.8900561082086093],[2.6661056054154724],Bool[true]
[7],[-0.0018208009676989512],[2.6642848044477736],[0.4577715213143546],[-0.8890698702990342],[2.6642848044477736],Bool[true]
[8],[-0.0015356039646266324],[2.662749200483147],[0.45938958087161175],[-0.8882348861571498],[2.662749200483147],Bool[true]
[9],[-0.001295076024952105],[2.661454124458195],[0.46075301570977506],[-0.8875283987086542],[2.661454124458195],Bool[true]
[10],[-0.0010922216912360376],[2.660361902766959],[0.4619020457466296],[-0.8869309444004525],[2.660361902766959],Bool[true]
[11],[-0.0009211406996768078],[2.659440762067282],[0.4628704952575407],[-0.8864259160358744],[2.659440762067282],Bool[true]