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ES_fits_new.m
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381 lines (317 loc) · 11.9 KB
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% fitting raw ES data with new method
% in which c is constrained for t --> Inf,
% and initial amplitudes are also constrained.
clear classes;
nangles = [2 3 4 5 6 7 8 9 10 15 20 30 50];
beta1s = [1 30];
betaESs = [-10 -20 -30];
Vgss = [0.6 1.5 2.5];
rawES = cell(size(nangles,2),size(beta1s,2),size(betaESs,2),size(Vgss,2),5);
ESres = cell(size(nangles,2),size(beta1s,2),size(betaESs,2),size(Vgss,2),2);
Clib.type = 'ediffuse';
Clib.nangles = 2;
Clib.Vgs = 0.6;
Clib.betaES = -10;
Clib.beta1 = 1;
%Nsave: 1 = angles, 2 = vels, 3= ener, 4 = wf, 5 = cent
Clib.time1 = 1; % time step will be beta1 * Clib.time1
Clib.nsave1 = [1 1 1 0 0];
Clib.nsteps1 = 200;
Clib.time2 = 0.1;
Clib.nsave2 = [1 1 1 0 0];
Clib.nsteps2 = 1501;
%%
load('data_ES/rawES_final.mat');
load('data_ES/esConst_inf.mat');
load('data_ES/esConst_ini.mat');
%% New Fit for ES
for iangles = 1:size(nangles,2)
for ibeta1 = 1:size(beta1s,2)
for ibetaES = 1:size(betaESs,2)
for iVgs = 1:size(Vgss,2)
Clib.nangles = nangles(iangles);
Clib.beta1 = beta1s(ibeta1);
Clib.betaES = betaESs(ibetaES);
Clib.Vgs = Vgss(iVgs);
disp(['loading nangles ',num2str(Clib.nangles), ...
' beta1 ', num2str(Clib.beta1), ...
' betaES ', num2str(Clib.betaES), ...
' Vgs ', num2str(Clib.Vgs)] );
cESinf = esConst_inf{iangles,ibeta1,ibetaES,iVgs}.emean;
cESini = esConst_ini{iangles,ibeta1,ibetaES,iVgs}.emean;
araw = rawES{iangles,ibeta1,ibetaES,iVgs};
time = araw.time;
ener = araw.ener;
temp = araw.temp;
runsfound0 = araw.n;
if size(time,2) >= 201
time0 = time(201:end) - time(201);
ener0 = ener(2,201:end);
x = time0';
y = ener0';
c = cESinf;
a = cESini - cESinf;
[fit1,fit2] = EfitconstraintES.fit(x,y,a,c);
ESres{iangles,ibeta1,ibetaES,iVgs,1} = fit1;
ESres{iangles,ibeta1,ibetaES,iVgs,2} = fit2;
disp(['rsquare ', num2str(fit1.gof.rsquare), ...
' ', num2str(fit2.gof.rsquare), ...
' rmse ', num2str(fit1.gof.rmse), ...
' ', num2str(fit2.gof.rmse)]);
end
end
end
end
end
save('data_ES/esFits_new.mat','nangles','beta1s','betaESs','Vgss','ESres');
%%
load('data_ES/esFits_new.mat');
%%
%a1 = cell(size(nangles,2),size(beta1s,2),size(betaESs,2),size(Vgss,2));
%a2 = cell(size(nangles,2),size(beta1s,2),size(betaESs,2),size(Vgss,2));
ndata = cell(size(nangles,2)*size(beta1s,2)*size(betaESs,2)*size(Vgss,2),4);
ic = 0;
for iangles = 1:size(nangles,2)
for ibeta1 = 1:size(beta1s,2)
for ibetaES = 1:size(betaESs,2)
for iVgs = 1:size(Vgss,2)
Clib.nangles = nangles(iangles);
Clib.beta1 = beta1s(ibeta1);
Clib.betaES = betaESs(ibetaES);
Clib.Vgs = Vgss(iVgs);
disp(['loading nangles ',num2str(Clib.nangles), ...
' beta1 ', num2str(Clib.beta1), ...
' betaES ', num2str(Clib.betaES), ...
' Vgs ', num2str(Clib.Vgs)] );
ic = ic + 1;
a1 = ESres{iangles,ibeta1,ibetaES,iVgs,1};
a2 = ESres{iangles,ibeta1,ibetaES,iVgs,2};
ndata{ic,1} = iangles;
ndata{ic,2} = ibeta1;
ndata{ic,3} = ibetaES;
ndata{ic,4} = iVgs;
b1(ic) = a1.gof.rsquare;
b2(ic) = a2.gof.rsquare;
disp(['rsquare ', num2str(a1.gof.rsquare), ...
' ', num2str(a2.gof.rsquare), ...
' rmse ', num2str(a1.gof.rmse), ...
' ', num2str(a2.gof.rmse)]);
end
end
end
end
%%
[bb1,ib1] = sort(b1);
[bb2,ib2] = sort(b2);
%%
%New Plotting
for iangles = 9; %:13%size(nangles,2)
for ibeta1 = 1; %:1%size(beta1s,2)
for ibetaES = 3; %:1%size(betaESs,2)
for iVgs = 1; %:3%size(Vgss,2)
Clib.nangles = nangles(iangles);
Clib.beta1 = beta1s(ibeta1);
Clib.betaES = betaESs(ibetaES);
Clib.Vgs = Vgss(iVgs);
disp(['loading nangles ',num2str(Clib.nangles), ...
' beta1 ', num2str(Clib.beta1), ...
' betaES ', num2str(Clib.betaES), ...
' Vgs ', num2str(Clib.Vgs)] );
cESinf = esConst_inf{iangles,ibeta1,ibetaES,iVgs}.emean;
cESini = esConst_ini{iangles,ibeta1,ibetaES,iVgs}.emean;
araw = rawES{iangles,ibeta1,ibetaES,iVgs};
time = araw.time;
ener = araw.ener;
temp = araw.temp;
runsfound0 = araw.n;
fit1 = ESres{iangles,ibeta1,ibetaES,iVgs,1};
fit2 = ESres{iangles,ibeta1,ibetaES,iVgs,2};
time0 = time(201:end) - time(201);
ener0 = ener(2,201:end);
x = time0';
y = ener0';
c = cESinf;
a = cESini - cESinf;
figure(100)
plot(x,y,'b.');
hold on
%plot([x(1);x(end)],[c,c],'r');
hold on
%plot([x(1);x(end)],[a,a],'g');
hold on
%plot(fit1.fit);
plot(fit2.fit,'b');
end
end
end
end
%%
plot(x,y,'ro')
xlabel('time (ps)');
ylabel('ES Energy (kcal/mol)' );
%%
plot(fit1.fit,'g.');
xlabel('time (ps)');
ylabel('ES Energy (kcal/mol)' );
%%
plot(fit2.fit,'b.');
xlabel('time (ps)');
ylabel('ES Energy (kcal/mol)' );
%%
%Constants
ic = 0;
for iangles = 1:size(nangles,2)
for ibeta1 = 1:size(beta1s,2)
for ibetaES = 1:size(betaESs,2)
for iVgs = 1:size(Vgss,2)
Clib.nangles = nangles(iangles);
Clib.beta1 = beta1s(ibeta1);
Clib.betaES = betaESs(ibetaES);
Clib.Vgs = Vgss(iVgs);
ic = ic + 1;
disp(['loading nangles ',num2str(Clib.nangles), ...
' beta1 ', num2str(Clib.beta1), ...
' betaES ', num2str(Clib.betaES), ...
' Vgs ', num2str(Clib.Vgs)] );
cESinf = esConstant{iangles,ibeta1,ibetaES,iVgs}.emean;
cESini = esConst_ini{iangles,ibeta1,ibetaES,iVgs}.emean;
a_err = esConst_ini{iangles,ibeta1,ibetaES,iVgs}.esd/100;
araw = rawES{iangles,ibeta1,ibetaES,iVgs};
time = araw.time;
ener = araw.ener;
temp = araw.temp;
runsfound0 = araw.n;
fit1 = ESres{iangles,ibeta1,ibetaES,iVgs,1};
fit2 = ESres{iangles,ibeta1,ibetaES,iVgs,2};
time0 = time(201:end) - time(201);
ener0 = ener(2,201:end);
x = time0';
y = ener0';
c = cESinf;
a = cESini - cESinf;
d(ic) = a - a_err;
a1 = fit1.fit.a1;
delta_a(ic) = abs(a1 - a);
end
end
end
end
%%
% Plot ES energy vs. Chain Length
col = {'b','g','m','r','k','c'};
sym = {'o','x','^'};
ic = 0;
for iangles = 1:size(nangles,2)
for ibeta1 = 1:1 %size(beta1s,2)
for ibetaES = 1:size(betaESs,2)
for iVgs = 1:size(Vgss,2)
Clib.nangles = nangles(iangles);
Clib.beta1 = beta1s(ibeta1);
Clib.betaES = betaESs(ibetaES);
Clib.Vgs = Vgss(iVgs);
ic = ic + 1;
disp(['loading nangles ',num2str(Clib.nangles), ...
' beta1 ', num2str(Clib.beta1), ...
' betaES ', num2str(Clib.betaES), ...
' Vgs ', num2str(Clib.Vgs)] );
cESinf = esConstant{iangles,ibeta1,ibetaES,iVgs}.emean;
cESini = esConst_ini{iangles,ibeta1,ibetaES,iVgs}.emean;
araw = rawES{iangles,ibeta1,ibetaES,iVgs};
time = araw.time;
ener = araw.ener;
temp = araw.temp;
runsfound0 = araw.n;
figure(301)
hold on;
plot(nangles(iangles),cESinf,[col{ibetaES},sym{iVgs}]);
end
end
end
end
%%
% tau of fit data
tau1 = zeros(size(nangles,2), size(betaESs,2), 3); % last is value, up, low
amp1 = zeros(size(nangles,2), size(betaESs,2), 3); % last is value, up, low
tau2 = zeros(size(nangles,2), size(betaESs,2), 3); % last is value, up, low
amp2 = zeros(size(nangles,2), size(betaESs,2), 3); % last is value, up, low
ibeta1 = 1; % beta1 = 1
iVgs = 1; % Vgs = 0.6
for iangles = 1:size(nangles,2)
for ibetaES = 1:size(betaESs,2)
raw1 = rawES{iangles,ibeta1,ibetaES,iVgs};
disp([num2str(iangles),' ',num2str(ibetaES)]);
if (length(raw1.time) >= 201)
fit1 = ESres{iangles,ibeta1,ibetaES,iVgs,1};
fit2 = ESres{iangles,ibeta1,ibetaES,iVgs,2};
ci = confint(fit2.fit);
t1 = max((ci(2,:)-ci(1,:))./(ci(2,:)+ci(1,:)));
if ((t1 == Inf) | size( find(isnan(ci),1) ~= 0))
t1 = 100;
end
maxerr= t1;
if (maxerr < 0.5)
disp(10);
tau1(iangles, ibetaES, 1) = 1.0/fit2.fit.g21;
tau1(iangles, ibetaES, 2) = abs(1.0/fit2.fit.g21 - 1.0/ci(2,2));
tau1(iangles, ibetaES, 3) = abs(1.0/fit2.fit.g21 - 1.0/ci(1,2));
tau2(iangles, ibetaES, 1) = 1.0/fit2.fit.g22;
tau2(iangles, ibetaES, 2) = abs(1.0/fit2.fit.g22 - 1.0/ci(2,3));
tau2(iangles, ibetaES, 3) = abs(1.0/fit2.fit.g22 - 1.0/ci(1,3));
% amp1(iangles, ibetaES, 1) = fit2.fit.a21;
% amp1(iangles, ibetaES, 2) = abs(fit2.fit.a21 - ci(1,1));
% amp1(iangles, ibetaES, 3) = abs(fit2.fit.a21 - ci(2,1));
% amp2(iangles, ibetaES, 1) = fit2.fit.a22;
% amp2(iangles, ibetaES, 2) = 0.0;
% amp2(iangles, ibetaES, 3) = 0.0;
disp(11);
else
disp(12)
ci = confint(fit1.fit);
tau2(iangles, ibetaES, 1) = 1.0/fit1.fit.g1;
tau2(iangles, ibetaES, 2) = abs(1.0/fit1.fit.g1 - 1.0/ci(2,1));
tau2(iangles, ibetaES, 3) = abs(1.0/fit1.fit.g1 - 1.0/ci(1,1));
tau1(iangles, ibetaES, 1) = 0.0;
tau1(iangles, ibetaES, 2) = 0.0;
tau1(iangles, ibetaES, 3) = 0.0;
% amp2(iangles, ibetaES, 1) = fit1.fit.a1;
% amp2(iangles, ibetaES, 2) = 0.0;
% amp2(iangles, ibetaES, 3) = 0.0;
% amp1(iangles, ibetaES, 1) = 0.0;
% amp1(iangles, ibetaES, 2) = 0.0;
% amp1(iangles, ibetaES, 3) = 0.0;
disp(13)
end
end
end
end
%%
% Plotting tau vs chain length
col = {'b','g','b','m','c','k','r','g','b','m','c','k','r'};
for i1 = 1:size(nangles,2)
for i2 = 1:1%size(betaESs,2)
figure(201)
hold on;
errorbar(nangles(i1),tau1(i1,i2,1),tau1(i1,i2,2),...
tau1(i1,i2,3),[col{i2},'o']);
figure(201)
hold on;
errorbar(nangles(i1),tau2(i1,i2,1),tau2(i1,i2,2),...
tau2(i1,i2,3),[col{i2},'x']);
% figure(301)
% hold on;
% errorbar(nangles(i1),amp1(i1,i2,1),amp1(i1,i2,2),...
% amp1(i1,i2,3),[col{i2},'o']);
% figure(302)
% hold on;
% errorbar(nangles(i1),amp2(i1,i2,1),amp2(i1,i2,2),...
% amp2(i1,i2,3),[col{i2},'x']);
end
end
figure(201)
title('tau 1');
% figure(202)
% title('tau 2');
% figure(301)
% title('amp 1');
% figure(302);
% title('amp 2');