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Posts posted by Mr. Humberto Nakanishi
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Hey Karsten,
I tryed to upload the file in the first message, but I got an error message: "You are'nt permitted to upload this kind of file."
There are another way to send it to you?
I added the code writed into the .vtp file to the message. Maybe you can have an idea about the problem with it.
Cheers,
Humberto<?xml version="1.0"?> <VTKFile type="PolyData" version="0.1" byte_order="LittleEndian" compressor="vtkZLibDataCompressor"> <PolyData> <Piece NumberOfPoints="1275" NumberOfVerts="0" NumberOfLines="0" NumberOfStrips="49" NumberOfPolys="0" > <PointData Scalars="Gamma"> <DataArray type="Float64" Name="Gamma" format="appended" RangeMin="-0.360257" RangeMax="0" offset="0" /> </PointData> <CellData> </CellData> <Points> <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0" RangeMax="4.0165609301" offset="12412" /> </Points> <Verts> <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="23164" /> <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="23180" /> </Verts> <Lines> <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="23196" /> <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="23212" /> </Lines> <Strips> <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="23228" /> <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="28484" /> </Strips> <Polys> <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="28684" /> <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="28700" /> </Polys> </Piece> </PolyData> <AppendedData encoding="base64"> _AQAAAACAAADYJwAASSQAAA==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AQAAAACAAADEOwAAbB8AAA==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AAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAQAAAACAAAAYTgAAUw8AAA==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</AppendedData> </VTKFile>
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Hi Karsten and Joerg,
I tryed the procedure that Karsten sugested, but still caeses can't read the vtk file.
I'll try to use another VTK writer.
Cheers,
Humberto -
Hello all,
I'm trying to import a VTK_PolyData (.vtp) into the Caeses. I'm using the Data Connection -> VTK option.However, Caeses can't find any data on it, because no object is created in the Obejct Three.
I'm using the vtkXMLPolyDataWriter to write the VTK file. Is it supported? Should I use another writer?
Thanks a lot,Humberto
ps.: Please, dont remember my about Brazil x Germany game! =~
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Hi Arne,
Yes, it solves my problem.
thanks,
Humberto -
Hello,
I would like to export a panel mesh (.pan) object with more decimal cases then the default configuration.Does anyone know if it is possible?
Cheers,
Humberto -
Hello Sabah,
I've already done it in the past.
Basically I run a configuration m-file that open the Framework in batch mode.
Then I use another file to control it using the send.keys commands (in Windows).
I will send you the files. Just ask me if you need.
Cheers,
Humberto1st the configuration file
%% Configuration of the Matlab to run Friendship on Batch Mode % Configure Matlab Classes configuration % Desactivate warning messages warning('off') % Import Power Shell Class h = actxserver('WScript.Shell'); % Open Framework on batch % dos('FrameworkBatch.bat&'); % pause(20) global control % Create the object to Control the FFramework control = ControlFFramework(); % Open Project h.AppActivate('C:\Windows\system32\cmd.exe'); command = ['openProject{(}{"}' control.ffFile '{"}{)}{enter}']; h.SendKeys(command); global design design = PlaningShip_v11(); design.Bmax = 2*1.985; design.Vk = 31; design.CG = [0 1.406]; design.f = 0.578; design.eps = 8; design.Hs = 0.55; design.Loa = 12.37; design.Lpp = 12.37; design.opCond = 'oper'; design.calcSlam = false; design.Dp = 0.63; design.P_D = 1.238; design.EAR = 0.85; design.Z = 4; design.Np = 2; design.propSeries = 'SeriesB'; design.useRaw = false; design.etaR = 0.95; design.cavCriteria = 'BackCav10'; design.Nwtb = 2; design.waterCap = 500; design.fuelCap = 1100; design.nPas = 14; design.useEngine = true; design.engName = 'VolvoD6_435'; % Ap0 = 33; % Dt0 = 0.457; % intVol0 = 53.5; % LCB0 = 0.4588; % BxMaxDeck = 1.98; % LOA = 12.37;
And now the Framework Controller
%------------------------------------------------------------------------ % ControlFFramework % %------------------------------------------------------------------------ % Makes the comunication between Matlab and the FRIENDSHIP-Framework. classdef ControlFFramework %% Public properties properties % Variables vector % v(1) - alphaCenter % v(2) - Dstern % v(3) - Dbow % v(4) - xBase % v(5) - alphaChine % v(6) - BxLin % v(7) - Bxt % v(8) - CAp % v(9) - Dt % v(10) - ie % v(11) - xLin % v(12) - alphaBotF % v(13) - alphaBot0 % v(14) - xPos % v(15) - deadxLin % v(16) - deadt % v(17) - deadLp % v(18) - H % v(19) - Lp % v(20) - sca0 % v(21) - scaF varVec end %% Calculated Properties properties (SetAccess = private) FFParameters FFConstraints % FFramework file ffFile end %% Private porperties properties (SetAccess = private, GetAccess = public) % Frienship Server ffServer % Result file template resultTemplate constTemplate dummyFile varTemplate % Basys ship variables basysVarVec = [41 0.10 2.0106 9.1 11 3.339 3.118 0.905 0.457 40 4.664 25 0 7.5 15.55 11.54 45 0.875 11.44 0.9 0.9]; end %% Constructor methods function obj = ControlFFramework(myVarVec) % Creates an ControlFFramework object % function obj = ControlFFramework(myVarVec) % - myVarVec: variables vector if nargin == 1 obj.varVec = myVarVec; else obj.varVec = zeros(1,21); end obj.ffServer = actxserver('WScript.Shell'); [name, patch] = uigetfile({'*.fdb'},'Select the FFramework file'); obj.ffFile = [patch name]; obj.varTemplate = [patch 'variables.txt']; aux = [patch regexprep(name,'.fdb','') '\manual_results\baseline']; obj.resultTemplate = [aux '\results.txt']; obj.constTemplate = [aux '\constraints.txt']; obj.dummyFile = [aux '\finished.txt']; end end %% Setters and Getters methods function obj = set.varVec(obj,myVarVec) test = size(myVarVec); if test(1) == 21 || test(2) == 21 obj.varVec = myVarVec; else warning('Parameters:WrongRange','The size of varVec is not correct!') end end end %% Public Methods methods function result = sendVarVec(obj) % function result = obj.sendVarVec() % Export the variabkes to the FFramewor and force to project to % update % Delete template files delete(obj.resultTemplate) delete(obj.constTemplate) delete(obj.dummyFile) % export variables File saveVarVec(obj.varVec,obj.varTemplate); obj.ffServer.AppActivate('C:\Windows\system32\cmd.exe'); obj.ffServer.SendKeys('|variables.run{(}{)}{enter}'); obj.ffServer.SendKeys('|export.run{(}{)}{enter}'); obj.ffServer.SendKeys('getCurrentVariant{(}{)}.reduce{(}{)}{enter}'); result = 'completed'; end function closeProject(obj) % function result = obj.sendVarVec() % Export the variabkes to the FFramewor and force to project to % update obj.ffServer.AppActivate('C:\Windows\system32\cmd.exe'); obj.ffServer.SendKeys('closeProject{(}{)}{enter}'); obj.ffServer.SendKeys('n{enter}'); obj.ffServer.SendKeys('exit{enter}'); pause(10); obj.ffServer.SendKeys('exit{enter}'); end function obj = readResultFiles(obj) % function obj = obj.readResultFile() % Reads the geometric and hydrostatic result file create by the % FFramework. Also read the file with the constraints calculate % by the FF. fid = -1; while fid == -1 fid = fopen(obj.dummyFile); end fclose(fid); obj.FFParameters = readFile(obj.resultTemplate); obj.FFConstraints = readFile(obj.constTemplate); end function obj = setBasysHull(obj) % function obj = setBasysHull(obj) % Set the basys hull variables obj.varVec = obj.basysVarVec; obj.sendVarVec(); end end end function read = readFile(fileName) % function read = readFile(fileName) % Read the file fileName fid = fopen(fileName); read = ''; % Positionate the file pointer while ~strcmp(read,'Start') read = fscanf(fid,'%s',1); end % Read parameters read = fscanf(fid,'%f',inf); % Close file fclose(fid); end function saveVarVec(varVec, fileName) label = 'alphaCenter Dstern Dbow xBase alphaChine BxLin Bxt CAp Dt ie xLin alphaBotF alphaBot0 xPos deadxLin deadt deadLp H Lp sca0 scaF'; fid = fopen(fileName,'w'); fprintf(fid,'%s\n\n',label); fprintf(fid,'%g ',varVec); fclose(fid); end
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Hi Stefan,
It's simple after the explanation.
Thanks,
Humberto -
Hello all,
I've created a feature do calculate the Bereau Veritas design.
Now I wanna plot it using a panelMesh.
I tryed to used a unstructuredPanelMesh, using the command:
.setData(FVector3Series point data, FUnsignedSeries panel data, FListOf<FDoubleSeries> metaData, FListOf<FString> meta data names).My question is: what should I use for the FUnsignedSeries panel data? I couldn't realise it by myself.
Thanks a lot,
Humberto -
Thanks Ben,
Worked very well.
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Hello all,
I created a project to integrate a program into the framework.
Now I want to use this program into another project.
I tryed the copy/paste procedure, but the files connections were losten.How id the best way doing this?
Thanks,
Humberto -
Hi,
I've set the Acadmic Edtion License on my notebook, How can I used this license in a different machine? Is it possible? -
Thanks Konrad
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Hello,
My notebook uses a 32-bit Windows 8. I installed the Caeses 64-bits version, my mistake.
I uninstalled the 64bits version and isntalled the 32bits version, but now I'm having an error message when opening the program (see attached image).
What should I do to fix it?
Thanks,
Humberto
ps.: I have the 64-bits Caeses version installed on my desktop.
TimeSeriesViewer - Plot your numerical Result Files with CAESES
in Post-Processing
Posted · Report reply
Hello all,
This kind of visualition is a very nice new feature. I used to export the tables to another program to do this.
I have just one suggestion. It would be nice to create those series based in table organized in lines also and not only in columns.
Regards,
Humberto