Tableau -3- Résultats de l'analyse de Thompson et Bell pour les femelles Scyliorhinus canicula avec un maillage de 1.4cm
L∞=61.43 M=0.58/an
k=0.6/an
M/2k=0.48
a=0.0013
b=3.2514
classe de tailles
C
HL
F
X*F
Wni g
Vni DA/Kg
Z
Ninit
Cl
Yt1
Bmt1
Vt1
[18
21[
2
1.03520162 0.01182316 0.01182316 20.3405123
250
0.5918 1442.3235 1.9642
39.95
3379.22
9.99
[21
24[
9
1.03796783 0.05021894 0.05021894 32.3913905
250
0.6302 1344.0026 8.3313
269.86
5373.70
67.47
[24
27[
29
1.04120606 0.14145735 0.14145735 48.6595507
250
0.7215 1239.4498 23.2289
1130.31
7990.46
282.58
[27
30[
44
1.04504849 0.20105411 0.20105411 69.8595735
250
0.7811 1120.9782 32.2962
2256.20
11221.85
564.05
[30
33[
69
1.04968172
0.2901717
0.2901717
96.7275721
250
0.8702 995.5140 44.9654
4349.39
14989.03
1087.35
[33
36[
92
1.05537809 0.37902824 0.37902824
130.01946
250
0.9590 860.6710 55.5715
7225.37
19062.88
1806.34
[36
39[
74
1.06255134
0.3638853
0.3638853
170.509514
250
0.9439 720.0625 49.7849
8488.79
23328.21
2122.20
[39
42[
123
1.07186222 0.59954377 0.59954377 218.989159
250
1.1795 590.9251 74.0300 16211.78
27040.19
4052.94
[42
45[
129
1.08443543 0.87163441 0.87163441 276.265925
250
1.4516 445.2783 89.6574 24769.28
28417.06
6192.32
[45
48[
71
1.10235485 0.95919885 0.95919885 343.162548
250
1.5392 295.9614 75.1361 25783.88
26880.65
6445.97
[48
51[
39
1.1299676
1.31290282 1.31290282 420.516166
250
1.8929 175.3927 68.2964 28719.73
21874.98
7179.93
[51
54[
4
1.17812893 0.43116781 0.43116781 509.177625
250
1.0112
76.9251
14.3700
7316.91
16969.98
1829.23
[54
57[
2
1.28395398 0.34912543 0.34912543 610.010847
250
0.9291
43.2247
9.0333
5510.39
15783.40
1377.60
[57
60[
2
1
0.29
0.29
723.892264
250
0.8700
19.1845
6.3948
4629.17
15962.65
1157.29
x=1
∑
132071.84
222311.60
33017.96
Tableau -4- Résultats de l'analyse de Thompson et Bell pour les mâles Scyliorhinus canicula avec un maillage de 1.4cm
L∞=61.43 M=0.59/an
k=0.6/an
M/2k=0.49
a=0.0042
b=2.9136
classe de tailles
C
HL
F
X*F
Wni g
Vni DA/Kg
Z
Ninit
Cl
Yt1
Bmt1
Vt1
[18
21[
1
1.03878738 0,00399248 0,00399248 24.0931805
250
0.59399 2005.14411 0.99411
23.95
5999.11
5.99
[21
24[
8
1.04211085 0,03073473 0,03073473 36.5568086
250
0.62073 1857.24217 7.64501
279.48
9093.21
69.87
[24
27[
19
1.04605756 0,06938209 0,06938209 52.6435005
250
0.65938 1702.83948 17.1567
903.19
13017.61
225.80
[27
30[
40
1.05082108 0,13486407 0,13486407 72.7922719
250
0.72486 1539.78842 32.8583
2391.83
17735.10
597.96
[30
33[
59
1.05668445 0,19054948 0,19054948 97.4376767
250
0.78055 1363.18264 45.1847
4402.69
23105.22
1100.67
[33
36[
65
1.06407872 0,21578033 0,21578033 127.010319
250
0.80578 1178.09233 49.246
6254.74
28986.63
1563.69
[36
39[
82
1.07369437 0,27602885 0,27602885 161.937262
250
0.86603 994.195016
59.74
9674.13
35047.55
2418.53
[39
42[
107
1.08671137 0,37722097 0,37722097 202.642365
250
0.96722 806.763258 75.1953 15237.75
40394.76
3809.44
[42
45[
149
1.10532763 0,60597245 0,60597245 249.546561
250
1.19597 613.957277 104.248 26014.74
42930.56
6503.68
[45
48[
98
1.13416378 0,64989603 0,64989603 303.068091
250
1.2399
408.20904 88.5506 26836.86
41294.08
6709.21
[48
51[
48
1.18490087 0,58956027 0,58956027 363.622709
250
1.17956 239.268912 59.5165 21641.54
36707.93
5410.38
[51
54[
17
1.29843857 0,39662322 0,39662322 431.623853
250
0.98662 120.19159 28.4739 12290.02
30986.64
3072.50
[54
57[
14
1.81029055
0,295
0,295 507.482798
250
0.885
49.3610865 14.0133
7111.49
24106.74
1777.87
x=1
∑
133062.40
349405.14
33265.60
L∞=61.43 M=0.58/an
k=0.6/an
M/2k=0.48
a=0.0013
b=3.2514
classe de tailles
C
HL
F
X*F
Wni g
Vni DA/Kg
Z
Ninit
Cl
Yt1
Bmt1
Vt1
[18
21[
2
1.03520162 0.01182316 0.01182316 20.3405123
250
0.5918 1442.3235 1.9642
39.95
3379.22
9.99
[21
24[
9
1.03796783 0.05021894 0.05021894 32.3913905
250
0.6302 1344.0026 8.3313
269.86
5373.70
67.47
[24
27[
29
1.04120606 0.14145735 0.14145735 48.6595507
250
0.7215 1239.4498 23.2289
1130.31
7990.46
282.58
[27
30[
44
1.04504849 0.20105411 0.20105411 69.8595735
250
0.7811 1120.9782 32.2962
2256.20
11221.85
564.05
[30
33[
69
1.04968172
0.2901717
0.2901717
96.7275721
250
0.8702 995.5140 44.9654
4349.39
14989.03
1087.35
[33
36[
92
1.05537809 0.37902824 0.37902824
130.01946
250
0.9590 860.6710 55.5715
7225.37
19062.88
1806.34
[36
39[
74
1.06255134
0.3638853
0.3638853
170.509514
250
0.9439 720.0625 49.7849
8488.79
23328.21
2122.20
[39
42[
123
1.07186222 0.59954377 0.59954377 218.989159
250
1.1795 590.9251 74.0300 16211.78
27040.19
4052.94
[42
45[
129
1.08443543 0.87163441 0.87163441 276.265925
250
1.4516 445.2783 89.6574 24769.28
28417.06
6192.32
[45
48[
71
1.10235485 0.95919885 0.95919885 343.162548
250
1.5392 295.9614 75.1361 25783.88
26880.65
6445.97
[48
51[
39
1.1299676
1.31290282 1.31290282 420.516166
250
1.8929 175.3927 68.2964 28719.73
21874.98
7179.93
[51
54[
4
1.17812893 0.43116781 0.43116781 509.177625
250
1.0112
76.9251
14.3700
7316.91
16969.98
1829.23
[54
57[
2
1.28395398 0.34912543 0.34912543 610.010847
250
0.9291
43.2247
9.0333
5510.39
15783.40
1377.60
[57
60[
2
1
0.29
0.29
723.892264
250
0.8700
19.1845
6.3948
4629.17
15962.65
1157.29
x=1
∑
132071.84
222311.60
33017.96
Tableau -4- Résultats de l'analyse de Thompson et Bell pour les mâles Scyliorhinus canicula avec un maillage de 1.4cm
L∞=61.43 M=0.59/an
k=0.6/an
M/2k=0.49
a=0.0042
b=2.9136
classe de tailles
C
HL
F
X*F
Wni g
Vni DA/Kg
Z
Ninit
Cl
Yt1
Bmt1
Vt1
[18
21[
1
1.03878738 0,00399248 0,00399248 24.0931805
250
0.59399 2005.14411 0.99411
23.95
5999.11
5.99
[21
24[
8
1.04211085 0,03073473 0,03073473 36.5568086
250
0.62073 1857.24217 7.64501
279.48
9093.21
69.87
[24
27[
19
1.04605756 0,06938209 0,06938209 52.6435005
250
0.65938 1702.83948 17.1567
903.19
13017.61
225.80
[27
30[
40
1.05082108 0,13486407 0,13486407 72.7922719
250
0.72486 1539.78842 32.8583
2391.83
17735.10
597.96
[30
33[
59
1.05668445 0,19054948 0,19054948 97.4376767
250
0.78055 1363.18264 45.1847
4402.69
23105.22
1100.67
[33
36[
65
1.06407872 0,21578033 0,21578033 127.010319
250
0.80578 1178.09233 49.246
6254.74
28986.63
1563.69
[36
39[
82
1.07369437 0,27602885 0,27602885 161.937262
250
0.86603 994.195016
59.74
9674.13
35047.55
2418.53
[39
42[
107
1.08671137 0,37722097 0,37722097 202.642365
250
0.96722 806.763258 75.1953 15237.75
40394.76
3809.44
[42
45[
149
1.10532763 0,60597245 0,60597245 249.546561
250
1.19597 613.957277 104.248 26014.74
42930.56
6503.68
[45
48[
98
1.13416378 0,64989603 0,64989603 303.068091
250
1.2399
408.20904 88.5506 26836.86
41294.08
6709.21
[48
51[
48
1.18490087 0,58956027 0,58956027 363.622709
250
1.17956 239.268912 59.5165 21641.54
36707.93
5410.38
[51
54[
17
1.29843857 0,39662322 0,39662322 431.623853
250
0.98662 120.19159 28.4739 12290.02
30986.64
3072.50
[54
57[
14
1.81029055
0,295
0,295 507.482798
250
0.885
49.3610865 14.0133
7111.49
24106.74
1777.87
x=1
∑
133062.40
349405.14
33265.60