this is the code that i used what is the command thats will make the curves more smoother
A=[-15
-14.8
-14.6
-14.4
-14.2
-14
-13.8
-13.6
-13.4
-13.2
-13
-12.8
-12.6
-12.4
-12.2
-12
-11.8
-11.6
-11.4
-11.2
-11
-10.8
-10.6
-10.4
-10.2
-10
-9.8
-9.6
-9.4
-9.2
-9
-8.8
-8.6
-8.4
-8.2
-8
-7.8
-7.6
-7.4
-7.2
-7
-6.8
-6.6
-6.4
-6.2
-6
-5.8
-5.6
-5.4
-5.2
-5
-4.8
-4.6
-4.4
-4.2
-4
-3.8
-3.6
-3.4
-3.2
-3
-2.8
-2.6
-2.4
-2.2
-2
-1.8
-1.6
-1.4
-1.2
-1
-0.8
-0.6
-0.4
-0.2
0
0.2
0.4
0.6
0.8
1
1.2
1.4
1.6
1.8
2
2.2
2.4
2.6
2.8
3
3.2
3.4
3.6
3.8
4
4.2
4.4
4.6
4.8
5
5.2
5.4
5.6
5.8
6
6.2
6.4
6.6
6.8
7
7.2
7.4
7.6
7.8
8
8.2
8.4
8.6
8.8
9
9.2
9.4
9.6
9.8
10
10.2
10.4
10.6
10.8
11
11.2
11.4
11.6
11.8
12
12.2
12.4
12.6
12.8
13
13.2
13.4
13.6
13.8
14
14.2
14.4
14.6
14.8
15
15.2
15.4
15.6
15.8
16
16.2
16.4
16.6
16.8
17
17.2
17.4
17.6
17.8
18
18.2
18.4
18.6
18.8
19
19.2
19.4
19.6
19.8
20
20.2
20.4
20.6
20.8
21
21.2
21.4
21.6
21.8
22
22.2
22.4
22.6
22.8
23
23.2
23.4
23.6
23.8
24
24.2
24.4
24.6
24.8
25
25.2
25.4
25.6
25.8
26
26.2
26.4
26.6
26.8
27
27.2
27.4
27.6
27.8
28
28.2
28.4
28.6
28.8
29
29.2
29.4
29.6
29.8
30
30.2
30.4
30.6
30.8
31
31.2
31.4
31.6
31.8
32
32.2
32.4
32.6
32.8
33
33.2
33.4
33.6
33.8
34
34.2
34.4
34.6
34.8
35];
B=[45.85665355
46.29873237
46.74141119
47.18301001
47.63204881
48.07712762
48.52388643
48.96620525
49.42412403
49.88132281
50.33504159
50.79080038
51.22459922
51.69067797
52.15603673
52.59151557
53.04475436
53.5143131
53.96935189
54.39679075
54.8655095
55.28214838
55.74906714
56.21814588
56.55342499
57.06102363
57.49410248
57.93150131
58.3845001
58.77017907
59.34929752
59.77577638
60.24749513
61.07225292
62.38708941
62.49448912
63.2512071
64.58812353
63.24064713
64.3387642
66.11715945
64.46344387
66.03711967
67.57671555
65.49688111
67.64967536
68.11371412
66.93039728
69.06987157
68.7567924
68.41455332
70.39826802
69.30315094
70.16834863
71.14538602
69.98522912
71.18846591
71.64710468
70.82246689
72.51698236
72.37874273
71.84834415
73.04198096
72.78026166
72.59918214
73.64941934
73.35602012
73.48357978
73.78357898
73.74973907
74.10949811
73.93405858
74.20681785
74.3755374
73.86613876
74.67877659
74.4496972
74.31805755
74.94229589
74.09509815
74.40541732
74.75905637
73.86853875
74.74585641
74.49361708
73.84261882
74.56717689
73.97209848
73.83793883
73.96105851
73.61089944
73.52353967
73.33502018
73.32890019
73.10474079
72.94142123
72.55142227
72.30242293
72.08558351
71.61542477
71.76842436
71.34794548
70.98674645
70.84034684
70.37126809
70.0679089
69.65391001
69.32799088
69.11079146
68.85963213
68.89695203
69.03771165
68.95779187
69.04611163
69.02919168
68.7941123
68.87619208
68.77275236
68.96619184
69.13575139
68.8706721
69.41835064
69.34251084
69.14667136
69.82106956
69.82478955
69.97778914
70.57382755
70.5570276
70.79954695
71.17466595
71.38910537
71.79890428
72.05774359
72.39686268
72.77270168
72.99722108
73.76425903
74.14717801
74.53741697
75.20821518
75.15709531
75.63637403
76.1334127
76.49593174
77.12929005
77.60196878
77.82828818
78.25008705
78.54492627
78.67332592
79.19928452
79.45404384
79.8806427
80.35524143
80.44884118
80.56092088
80.7793203
80.68092056
80.80272024
80.95127984
80.80752022
81.09419946
80.72484044
80.52276098
80.44932118
80.10744209
80.25840169
80.01000235
79.72728311
79.64124334
79.03728495
78.92580525
78.56052622
78.1219274
78.01644768
77.48652909
77.21760981
76.90381065
76.28833229
76.01029303
75.51397436
75.08869549
74.77861632
74.2243378
73.91929862
73.48369978
72.94634122
72.54386229
72.00098374
71.59982481
71.17526594
70.67942727
70.24142844
69.78938965
69.25635107
68.78487233
68.34327351
67.82523489
67.42911595
66.93987725
66.41355866
66.00543975
65.39932137
64.92328264
64.52896369
63.96832519
63.55432629
63.04672765
62.50684909
62.10701016
61.56401161
61.0823329
60.70361391
60.14657539
59.69921659
59.23325783
58.68761929
58.2721804
57.79182168
57.298143
56.90550405
56.38722543
55.89786674
55.48482784
54.98190919
54.56887029
54.14083143
53.6657527
53.26687377
52.78819504
52.31371631
51.89863742
51.42427869
51.03283973
50.60792087
50.1441221
49.74020318
49.2850444
48.84620557
48.48188654
48.04592771
47.66792872
47.2984497
46.84185092
46.47945189
46.08501294
45.64593412
45.30597502
44.93037603
44.53737708];
B1=[45.56672099
46.00447982
46.44259865
46.88599747
47.32975629
47.7731551
48.21847391
48.65827274
49.10275155
49.56007033
49.99566917
50.45622794
50.91306672
51.3676255
51.82266429
52.26186312
52.72446188
53.17254068
53.61977949
54.06065831
54.52193708
54.95069594
55.36841482
55.87529347
56.2009726
56.70293126
57.17513
57.49528914
57.99076782
58.4455666
58.9721252
59.33656422
59.87536279
60.62824077
61.84527753
62.13639675
62.55411563
64.26723106
63.09579419
63.44691325
65.77238704
64.25619109
65.15690868
67.31762291
65.17694863
66.84302418
67.91246132
66.42902529
68.53573966
68.39354004
67.87670142
69.87577608
68.8592588
69.62329676
70.67197396
69.45133721
70.69717389
71.10253281
70.41409464
71.98741044
71.82781087
71.39737202
72.49896908
72.26808969
72.13693004
73.08624751
72.87888806
72.92628794
73.28400698
73.28232698
73.52964632
73.43652657
73.78128565
73.69080589
73.45656652
74.25240439
73.74468575
74.01252504
74.29380428
73.45908651
74.18436458
73.94064523
73.51992635
74.40468399
73.61868609
73.63068605
73.98348511
73.33944683
73.48056646
73.36836676
73.1266874
72.99912774
72.91884796
72.82428821
72.6028888
72.4152093
71.97853047
71.8917707
71.44981188
71.30281227
71.27953233
70.7686937
70.63225406
70.27609501
69.88201606
69.53773698
69.155898
68.92129863
68.59825949
68.52709968
68.63809939
68.53621966
68.54833963
68.67565929
68.39330004
68.47885981
68.51353972
68.49445977
68.62657942
68.41981997
68.84029885
69.02005837
68.70061922
69.31069759
69.30913759
69.42637728
70.04233564
70.19221524
70.26589504
70.65313401
70.93993324
71.27041236
71.62189142
71.98033046
72.14173003
72.45696919
73.24416709
73.6143661
74.025605
74.62812339
74.76888302
75.13188205
75.63132071
75.95663984
76.6105181
77.22839645
77.395556
77.88911468
78.09503413
78.35339344
78.75863236
79.1179114
79.45055051
79.9804691
80.20138851
80.32198819
80.390508
80.57674751
80.55538756
80.75662703
80.57542751
80.88502668
80.6911072
80.41294794
80.29714825
80.018029
80.12566871
79.92874924
79.65706996
79.5304703
79.09655146
78.84155214
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75.98279977
75.54768094
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73.90320533
73.54740628
73.01040771
72.55320893
72.08221019
71.62033142
71.28481232
70.72117382
70.25233508
69.88489606
69.27409769
68.88697872
68.36462012
67.88738139
67.5485023
66.908784
66.54170498
66.04202632
65.43374794
65.04170899
64.50255043
64.08231155
63.63891274
63.01935439
62.61675547
62.14083674
61.60815816
61.19511926
60.68608062
60.23620182
59.77384306
59.22604452
58.80376565
58.30996697
57.83296824
57.37444946
56.92265067
56.4628119
55.93325331
55.50761445
55.05917565
54.60725685
54.20177794
53.69837928
53.29914035
52.85178154
52.32546295
51.94302397
51.48894518
51.05922633
50.65482741
50.16078873
49.75086982
49.32859095
48.87163217
48.51703312
48.10855421
47.6999553
47.30263636
46.8733975
46.51267847
46.10131957
45.68204069
45.33320162
44.94608265
44.57600364
44.21936459];
B2=[45.23388188
45.67032072
46.10003957
46.5386384
46.97075724
47.40887607
47.84039492
48.28355374
48.72659256
49.1600314
49.6083502
50.04790903
50.48806785
50.93866665
51.38290546
51.80746433
52.25614313
52.7152619
53.14834075
53.59641955
54.01089845
54.44901728
54.88593611
55.26957508
55.68561397
56.13705277
56.54229169
56.95989057
57.34832953
57.78308837
58.41284669
58.7076859
59.11028483
59.76092309
60.63752075
61.92739731
62.57983556
62.93335462
65.08638887
64.12099145
64.08007156
66.18510594
65.33034822
65.55342762
67.67526196
66.69210458
67.46886251
68.1849006
67.63290207
68.5190997
69.39449737
68.83553886
70.03949564
70.60577413
69.47261716
71.05793292
71.31281224
70.19729522
72.20944985
71.37581208
71.52149169
73.04560762
71.98073046
73.00276773
73.23292712
72.25900972
73.61596609
73.4262466
73.22788713
74.06572489
73.92940526
73.77736566
73.75060573
74.30968424
74.024325
73.82596553
74.72860312
74.03992496
74.17108461
74.67172327
74.14852467
74.31352423
74.19196456
74.00452506
74.01340503
74.07196488
73.9520852
74.04856494
73.98496511
73.36144677
73.57972619
73.3498068
72.90736799
73.1650073
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72.52036902
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72.28300965
71.84405083
71.63849137
71.2930123
70.87769341
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70.37861474
70.2042552
70.03553565
69.47825714
69.16925797
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68.99573843
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69.52481702
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69.60077682
69.84017618
70.13645539
70.44737456
70.51229438
70.52201436
70.75565373
71.07989287
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72.07313021
72.5645289
72.80836825
73.27096702
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66.163146
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64.84674951
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63.63043276
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55.09305556
54.60897685
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53.71005925
53.28286039
52.77934173
52.35142288
51.91534404
51.47626521
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45.55848102
45.20592196
44.816883
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44.01612513
43.65060611
43.28628708];
B3=[45.19964197
45.63488081
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74.26416436
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73.88796537
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74.04324495
73.37760673
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73.34664681
73.11504743
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72.57228888
72.60804879
71.88337072
71.87833073
71.51173171
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71.32513221
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71.61817143
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17.32748849
18.19638968
18.2078664
15.35446277
13.87503942
13.42757304];
C5=[-5.436548363
-5.463724131
-5.26547918
-4.650237203
-5.718049314
-5.212510529
11.39977165
26.56812625
7.852145137
-8.860207918
-11.52344764
2.051158136
12.2399909
2.80984016
0.078004879
7.228171617
14.07167841
6.287700338
4.112526625
6.539123583
5.352245448
26.55559976
57.42090496
72.91248412
86.10860469
98.12162441
114.3974973
134.108669
145.1704444
147.6292494
145.174077
135.4988567
113.8005836
95.1082745
82.54758608
71.63903161
62.78935045
59.7257034
53.95909499
43.9575315
39.80820612
37.25571652
28.80442465
25.05366388
25.28213565
20.84887028
17.402166
17.67647473
16.14147806
13.92326244
12.58694583];
C6=[-5.836675145
-5.677709439
-5.4259219
-5.223256923
-6.089431742
-5.983109816
4.71167083
16.90427252
34.0456916
17.00831798
-13.66546507
-13.72424012
5.867551253
19.3067561
6.864334222
1.349121153
9.804507798
10.15107088
3.461220503
4.400147849
11.2514045
23.46587901
41.2262568
58.85998917
74.33855933
94.56914366
113.8215187
127.7210014
140.6751317
143.5223611
142.1294533
135.6786854
115.6412847
98.43924021
86.69225397
74.95311578
65.94967258
60.61853171
56.19238065
49.98557204
42.44398766
36.91129727
32.87398141
31.60386123
29.47456098
23.68604898
19.73546299
19.12305045
17.23391399
15.07329282
13.95584184];
hold on
ylim([10 90]);
yticks(10:10:90);
plot (A,B,'LineWidth',1)
plot (A,B1,'LineWidth',1)
plot (A,B2,'LineWidth',1)
plot (A,B3,'LineWidth',1)
plot (A,B4,'LineWidth',1)
plot (A,B5,'LineWidth',1)
plot (A,B6,'LineWidth',1)
xlabel("Crank angle (°)");
ylabel("Pressure (bar)");
yyaxis right
ylim([-20 300]);
yticks(-20:20:300);
plot (A1,C,'K','LineWidth',1)
plot (A1,C1,'r','LineWidth',1)
plot (A1,C2,'b','LineWidth',1)
plot (A1,C3,'.','LineWidth',1)
plot (A1,C4,'G','LineWidth',1)
plot (A1,C5,'LineWidth',1)
plot (A1,C6,'LineWidth',1)
ylabel("Heat release rate (J/°CA)");
legend('40-D','B30','D60B30E10','DBEM10','DBEM15','40-DBME15','D60B30M10');
grid on
title('160 Nm');
