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107.437 39.0686 60.9314
115.937 39.0686 60.9314
132.937 39.0686 60.9314
166.937 39.0686 60.9314
183.937 39.0686 60.9314
186.062 39.0686 60.9314
187.125 39.0686 60.9314
187.391 39.0686 60.9314
187.523 39.0686 60.9314
187.523 39.0686 60.9314];
dati82=[100 0.000257679 99.9997
100 0.000257679 99.9997];
figure(1);
plot(dati1(:,1),dati1(:,2),dati2(:,1),dati2(:,2),dati3(:,1),dati3(:,2),dati4(:,1),dati4(:,2),dati5(:,1),dati5(:,2),dati6(:,1),dati6(:,2),dati7(:,1),dati7(:,2),dati8(:,1),dati8(:,2),dati9(:,1),dati9(:,2),dati10(:,1),dati10(:,2));
grid on;
hold;
plot(dati11(:,1),dati11(:,2),dati12(:,1),dati12(:,2),dati13(:,1),dati13(:,2),dati14(:,1),dati14(:,2),dati15(:,1),dati15(:,2),dati16(:,1),dati16(:,2),dati17(:,1),dati17(:,2),dati18(:,1),dati18(:,2),dati19(:,1),dati19(:,2),dati20(:,1),dati20(:,2));
plot(dati21(:,1),dati21(:,2),dati22(:,1),dati22(:,2),dati23(:,1),dati23(:,2),dati24(:,1),dati24(:,2),dati25(:,1),dati25(:,2),dati26(:,1),dati26(:,2),dati27(:,1),dati27(:,2),dati28(:,1),dati28(:,2),dati29(:,1),dati29(:,2),dati30(:,1),dati30(:,2));
plot(dati31(:,1),dati31(:,2),dati32(:,1),dati32(:,2),dati33(:,1),dati33(:,2),dati34(:,1),dati34(:,2),dati35(:,1),dati35(:,2),dati36(:,1),dati36(:,2),dati37(:,1),dati37(:,2),dati38(:,1),dati38(:,2),dati39(:,1),dati39(:,2),dati40(:,1),dati40(:,2));
plot(dati41(:,1),dati41(:,2),dati42(:,1),dati42(:,2),dati43(:,1),dati43(:,2),dati44(:,1),dati44(:,2),dati45(:,1),dati45(:,2),dati46(:,1),dati46(:,2),dati47(:,1),dati47(:,2),dati48(:,1),dati48(:,2),dati49(:,1),dati49(:,2),dati50(:,1),dati50(:,2));
plot(dati51(:,1),dati51(:,2),dati52(:,1),dati52(:,2),dati53(:,1),dati53(:,2),dati54(:,1),dati54(:,2),dati55(:,1),dati55(:,2),dati56(:,1),dati56(:,2),dati57(:,1),dati57(:,2),dati58(:,1),dati58(:,2),dati59(:,1),dati59(:,2),dati60(:,1),dati60(:,2));
plot(dati61(:,1),dati61(:,2),dati62(:,1),dati62(:,2),dati63(:,1),dati63(:,2),dati64(:,1),dati64(:,2),dati65(:,1),dati65(:,2),dati66(:,1),dati66(:,2),dati67(:,1),dati67(:,2),dati68(:,1),dati68(:,2),dati69(:,1),dati69(:,2),dati70(:,1),dati70(:,2));
plot(dati71(:,1),dati71(:,2),dati72(:,1),dati72(:,2),dati73(:,1),dati73(:,2),dati74(:,1),dati74(:,2),dati75(:,1),dati75(:,2),dati76(:,1),dati76(:,2),dati77(:,1),dati77(:,2),dati78(:,1),dati78(:,2),dati79(:,1),dati79(:,2),dati80(:,1),dati80(:,2));
plot(dati81(:,1),dati81(:,2));
hold;
figure(2);
plot(100-dati1(:,2), dati1(:,1));
figure(3);
plot(100 - dati55(:,2), dati55(:,1));
figure(4);
plot(100- dati1(:,2),dati1(:,1),100- dati55(:,2),dati55(:,1));
figure(5);
plot(dati1(:,1),dati1(:,2),dati55(:,1),dati55(:,2));
T=820:1:975;
c0=12;
cS=100-(7.3e-5*T.^2-0.046*T+64);
cL=100-(-0.00016798*T.^2+0.36486*T-98.191);
figure(6);
plot(dati1(:,1),dati1(:,2),dati55(:,1),dati55(:,2));
hold;
plot(T,cL,T,cS);
figure(7);
plot(T,cS./cL);
fL=(cL-c0)./(cL-cS);
fS=(c0-cS)./(cL-cS);
figure(8);
plot(T,fL);
Pandatleva=[975.06 1
974.96 0.999083
974.76 0.997251
974.36 0.993603
973.56 0.986362
971.96 0.972098
968.76 0.944394
965.56 0.917708
962.36 0.891948
959.16 0.867036
955.96 0.842895
952.76 0.819459
949.56 0.796667
946.36 0.774462
943.16 0.752792
939.96 0.731609
936.76 0.710868
933.56 0.690529
930.36 0.670551
927.16 0.650901
923.96 0.631543
920.76 0.612446
917.56 0.593581
914.36 0.574917
911.16 0.556429
907.96 0.53809
904.76 0.519877
901.56 0.501765
898.36 0.483731
895.16 0.465754
891.96 0.447813
888.76 0.429886
885.56 0.411953
882.36 0.393996
879.16 0.375993
875.96 0.357927
872.76 0.339779
869.56 0.321529
866.36 0.303159
863.16 0.284651
859.96 0.265985
856.76 0.247145
853.56 0.22811
850.36 0.208862
847.16 0.189382
843.96 0.169651
840.76 0.149648
837.56 0.129354
834.36 0.108749
831.16 0.0878109
827.96 0.0665189
824.76 0.0448507
821.56 0.0227837
818.36 0.000294388
818.06 0
817.86 0];
PandatScheil=[975.06 1
974.96 0.999083
974.76 0.997252
974.36 0.993607
973.56 0.986383
971.96 0.972191
968.76 0.94478
965.56 0.918679
962.36 0.893785
959.16 0.870007
955.96 0.847263
952.76 0.825479
949.56 0.804587
946.36 0.784525
943.16 0.765239
939.96 0.746676
936.76 0.728791
933.56 0.711541
930.36 0.694886
927.16 0.678791
923.96 0.663222
920.76 0.648149
917.56 0.633543
914.36 0.619378
911.16 0.605629
907.96 0.592274
904.76 0.579292
901.56 0.566664
898.36 0.55437
895.16 0.542394
891.96 0.53072
888.76 0.519333
885.56 0.508218
882.36 0.497364
879.16 0.486756
875.96 0.476385
872.76 0.466238
869.56 0.456306
866.36 0.446579
863.16 0.437048
859.96 0.427703
856.76 0.418538
853.56 0.409544
850.36 0.400714
847.16 0.392042
843.96 0.38352
840.76 0.375142
837.56 0.366903
834.36 0.358797
831.16 0.350819
827.96 0.342963
824.76 0.335226
821.56 0.327602
818.36 0.320087
815.16 0.312678
811.96 0.30537
808.76 0.29816
805.56 0.291044
802.36 0.284019
799.16 0.277082
797.56 0.273668
796.76 0.271975
796.36 0.271131
796.16 0.27071
796.06 0.2705
795.96 0.270299
795.96 0.27026
795.76 0.268479
795.36 0.264965
794.56 0.25813
792.96 0.245183
789.76 0.221883
786.56 0.201926
783.36 0.18468
780.16 0.169658
776.96 0.156478
773.76 0.144841
770.56 0.134505
767.36 0.125277
764.16 0.116998
760.96 0.109537
757.76 0.102787
756.96 0.10122
756.56 0.100451
756.52 0.100377
756.46 0.100152
756.26 0.0994124
755.86 0.0979439
755.06 0.0950457
753.46 0.0893998
750.26 0.0786751
747.06 0.0690499
743.86 0.0604038
740.66 0.0526393
737.46 0.0456782
734.26 0.0394571
731.06 0.0339225
727.86 0.0290242
724.66 0.0247105
721.46 0.0209277
718.26 0.0176315
715.06 0.0148095
711.86 0.0124781
708.66 0.0106261
705.46 0.00918603
702.26 0.00806721
699.06 0.00718773
695.86 0.00648471
692.66 0.00591267
689.46 0.00543929
686.26 0.00504147
683.06 0.00470255
679.86 0.00441026
676.66 0.00415548
673.46 0.00393126
670.26 0.00373226
667.06 0.0035543
663.86 0.00339407
660.66 0.00324893
657.46 0.00311671
654.26 0.00299567
651.06 0.00288434
647.86 0.00278152
644.66 0.00268617
641.46 0.00259744
639.86 0.00255534
639.06 0.00253482
638.66 0.00252469
638.46 0.00251965
638.405 0.00251827
638.36 0.00251719
638.16 0.0025124
637.76 0.00250287
636.96 0.00248402
635.36 0.00244712
632.16 0.00237632
628.96 0.00230922
625.76 0.00224544
622.56 0.00218467
619.36 0.00212665
616.16 0.00207114
612.96 0.00201791
609.76 0.00196677
606.56 0.00191755
603.36 0.00187009
600.16 0.00182426
596.96 0.00177992
593.76 0.00173696
590.56 0.00169527
587.36 0.00165476
584.16 0.00161534
580.96 0.00157692
577.76 0.00153944
574.56 0.00150283
571.36 0.00146704
568.16 0.00143201
564.96 0.0013977
561.76 0.00136409
558.56 0.00133114
555.36 0.00129885
552.16 0.00126723
548.96 0.00123629
545.76 0.00120606
542.56 0.0011766
539.36 0.00114798
536.16 0.00112029
532.96 0.0010936
529.76 0.00106803
526.56 0.00104365
523.36 0.00102054
520.16 0.000998753
516.96 0.000978296
513.76 0.000959168
510.56 0.000941332
507.36 0.000924733
504.16 0.000909301
500.96 0.000894955
497.76 0.000881614
494.56 0.000869193
491.36 0.000857613
488.16 0.000846799
484.96 0.000836681
481.76 0.000827196
478.56 0.000818285
475.36 0.000809898
472.16 0.000801988
468.96 0.000794513
465.76 0.000787435
462.56 0.000780722
459.36 0.000774344
456.16 0.000768273
452.96 0.000762486
449.76 0.000756962
446.56 0.00075168
443.36 0.000746624
440.16 0.000741778
436.96 0.000737127
433.76 0.000732659
430.56 0.000728362
427.36 0.000724224
424.16 0.000720237
420.96 0.000716391
417.76 0.000712678
416.16 0.000710869
415.36 0.000709976
415.16 0.000709754
415.06 0.000709643
415.045 0.000709626
414.96 0.000709443
414.76 0.00070901
414.36 0.00070815
413.56 0.000706448
411.96 0.000703116
408.76 0.000696725
405.56 0.000690669
402.36 0.000684921
400 0.000680864];
figure(9);
plot(Pandatleva(:,1),Pandatleva(:,2),'*',PandatScheil(:,1),PandatScheil(:,2),'+');
Tpl=(Pandatleva(:,1));
Tps=(PandatScheil(:,1));
flpl=(Pandatleva(:,2));
flps=(PandatScheil(:,2));
figure(10);
plot(Pandatleva(:,1),Pandatleva(:,2),'*',PandatScheil(:,1),PandatScheil(:,2),'+',Tpl,0.006148*Tpl-5.0439,Tps,8.9244e-9*Tps.^3-1.2838e-5*Tps.^2+0.0059507*Tps-0.88851);
aCu=7552.21;
bCu=1.061386;
cCu=0.000668;
aSn=2.73;
bSn=0.006429;
cSn=0;
dSn=-1.307482;
eSn=0.023920;
CLSN=12;
rhoL=aCu+bCu.*Tpl+cCu.*Tpl.^2+(aSn+bSn.*Tpl+cSn.*Tpl.^2+dSn.*CLSN+eSn.*CLSN.^2).*CLSN;
figure(11);
plot(Tpl,rhoL);
aCu=8945.62;
bCu=-0.460976;
cCu=-0.0000614;
aSn=-1.46;
bSn=-0.005569;
cSn=0.000010;
dSn=0.121010;
CFCCSN=88;
rhoFCC=aCu+bCu.*Tpl+cCu.*Tpl.^2+(aSn+bSn.*Tpl+cSn.*Tpl.^2+dSn.*CFCCSN).*CFCCSN;
figure(12);
plot(Tpl,rhoFCC);
rho=1./((flpl./rhoL)+(1-flpl)./rhoFCC);
figure(13);
plot(Tpl,rho);
figure(14);
plot(Tpl,rho/rho(1,1));
figure(15);
plot(Tpl,100*((rho/rho(1,1)).^(1/3)-1));
ritirolineareL=100*((rho/rho(1,1)).^(1/3)-1);
T=817:-1:20;
aCu=8945.62;
bCu=-0.460976;
cCu=-0.0000614;
aSn=-1.46;
bSn=-0.005569;
cSn=0.000010;
dSn=0.121010;
CSOLSN=88;
rhos=aCu+bCu.*T+cCu.*T.^2+(aSn+bSn.*T+cSn.*T.^2+dSn.*CSOLSN).*CSOLSN;
figure(16);
plot(T,rhos);
figure(17);
plot(T,rhos/rhos(1,1));
figure(18);
plot(T,100*((rhos/rhos(1,1)).^(1/3)-1));
ritirolineareS=100*((rhos/rhos(1,1)).^(1/3)-1);
figure(19);
plot(T,ritirolineareS+1.2);
grid on;
aiutoT=[Tpl',T]';
aiutoritiro=[ritirolineareL', 1.2217+ritirolineareS]';
figure(20);
plot(aiutoT,aiutoritiro);
Current plot held
Current plot released
Current plot held
