comm.EyeDiagramのMATLAB commpilerでのコンパイル後の動作不具合

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Modeling a High-Speed Backplane (4-Port S-Parameters to a Rational Function)を参考に
アイダイアグラムを表示するスクリプトを書き、MATLAB compilerを用いてコンパイルすると、
「クラス'extmgr.ConfigurationSet'のメソッド、プロパティまたはフィールド'ConfigurationSet'が認識されません」
とのエラーでアイダイアグラムが表示されません。
対処方法を教えてください。
なお、EXE化しなければ正常に動作いたします。
-以下、ソース-
clear
close all
StartTime = datetime;
disp(StartTime)
[FileName, DirName] = uigetfile('*.s4p','Select Single Mode S-Parameter!');
backplane = sparameters([DirName FileName]);
data = backplane.Parameters;
freq = backplane.Frequencies;
z0 = backplane.Impedance;
diffdata = s2sdd(data);
diffz0 = 2*z0;
%{
diffsparams = sparameters(diffdata,freq,diffz0);
figure
smithplot(diffsparams,1,1)
%}
difftransfunc = s2tf(diffdata,diffz0,diffz0,diffz0);
delayfactor = 0.98; % Delay factor. Leave at the default of zero if your
% data does not have a well-defined principle delay
rationalfunc = rationalfit(freq,difftransfunc,'DelayFactor',delayfactor);
npoles = length(rationalfunc.A);
%fprintf('The derived rational function contains %d poles.\n',npoles);
ENTER=inputdlg({'Modeling Freq.(GHz)','Enter Data Rate(Gbps)','Emphasis(%)'},'Input',[1 40], {'28','25.78125','0'});
modelfreq = str2double(ENTER{1}) * 1e9;
Nmodel = int64(modelfreq / 10e6);
datarate = str2double(ENTER{2}) * 1e9;
EMPH = str2double(ENTER{3}) / 100;
TXEQ = [1-EMPH/2 -EMPH/2];
freqsforresp = linspace(10e6,modelfreq,Nmodel)';
resp = freqresp(rationalfunc,freqsforresp);
figure
subplot(2,1,1)
plot(freq*1.e-9,20*log10(abs(difftransfunc)),'r',freqsforresp*1.e-9, ...
20*log10(abs(resp)),'b--','LineWidth',2)
title(sprintf('Rational Fitting with %d poles',npoles),'FontSize',12)
ylabel('Magnitude (decibels)')
xlabel('Frequency (GHz)')
legend('Original data','Fitting result')
subplot(2,1,2)
origangle = unwrap(angle(difftransfunc))*180/pi+360*freq*rationalfunc.Delay;
plotangle = unwrap(angle(resp))*180/pi+360*freqsforresp*rationalfunc.Delay;
plot(freq*1.e-9,origangle,'r',freqsforresp*1.e-9,plotangle,'b--', ...
'LineWidth',2)
ylabel('Detrended phase (deg.)')
xlabel('Frequency (GHz)')
legend('Original data','Fitting result')
samplespersymb = 30; %100
pulsewidth = 1/datarate;
ts = pulsewidth/samplespersymb;
numsamples = 2^17;
numplotpoints = 20000;
t_in = double((1:numsamples)')*ts;
input = sign(randn(1,ceil(numsamples/samplespersymb)));
input = conv(input,TXEQ);
input = repmat(input,[samplespersymb, 1]);
input = input(:);
[output,t_out] = timeresp(rationalfunc,input,ts);
figure
%subplot(2,1,1)
plot(t_in(1:numplotpoints)*1e9,input(1:numplotpoints),'r','LineWidth',1);hold on
title([ENTER{2},'Gbps(Emphasis=',ENTER{3},'%)'],'FontSize',12)
%ylabel('Input signal')
%xlabel('Time (ns)')
%axis([-inf,inf,-1.5,1.5])
%subplot(2,1,2)
plot(t_out(1:numplotpoints)*1e9,output(1:numplotpoints),'b','LineWidth',2);hold on
%ylabel('Output signal')
ylabel('Signal')
xlabel('Time (ns)')
axis([-inf,inf,-1.5,1.5])
legend('Input','Output','Location','best')
eyedi = comm.EyeDiagram('Name', [FileName, '-',ENTER{2},'Gbps(Emphasis=',ENTER{3},'%)'],...
'SampleRate', 1./ts, ...
'SamplesPerSymbol', samplespersymb, ...
'DisplayMode', '2D color histogram', ...
'EnableMeasurements', true, ...
'OverlayHistogram', 'Jitter', ...
'ShowBathtub', 'both', ... %Horizontal/Vertical/Both
'ShowGrid', true, ...
'YLimits', [-1.5 1.5], ...
'BathtubBER', 10.^-(1:15), ...
'BERThreshold', 1e-7,...
'OversamplingMethod', 'None',... %None/Input interpolation/Histogram interpolation
'RiseFallThresholds', [10 90], ...
'EyeLevelBoundaries', [40 60] ...
);
eyedi.Position = eyedi.Position + [0 0 0 120];
% Update the eye diagram object with the transmitted signal
estdelay = floor(rationalfunc.Delay/ts);
eyedi(output(estdelay+1:end));
EndTime = datetime;
disp(EndTime)
  4 Comments
Kazuhiro Kashiwakura
Kazuhiro Kashiwakura on 12 Jul 2019
駄目なのですね・・・
ありがとうございました。

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Accepted Answer

Kazuya
Kazuya on 18 Jul 2019
R2019a では同じエラーが発生しましたが、R2019b の prelease 版で試してみたところ
の1つ目の例題「フィルター処理された QPSK 信号のアイ ダイアグラム」を EXE 化してもちゃんとアイダイアグラムが表示されました。参考まで。
  1 Comment
Kazuhiro Kashiwakura
Kazuhiro Kashiwakura on 25 Jul 2019
ご確認どうもありがとうございます。
リリースされ次第、確認してみます。

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