Tableau -7- Résultats de l'analyse de Thompson et Bell pour les femelles Scyliorhinus canicula avec un maillage de 3cm
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
0,0043
0,0043
20.3405123
250
0.58427 1442.32351 0.70952
14.43
3380.71
3.61
[21
24[
9
1.03796783
0,0172
0,0172
32.3913905
250
0.59716 1345.21462 2.8555
92.49
5389.75
23.12
[24
27[
29
1.04120606
0,0474
0,0474
48.6595507
250
0.6274 1245.85028 7.87384 383.14
8083.10
95.78
[27
30[
44
1.04504849
0,0682
0,0682
69.8595735
250
0.64824 1141.62946 11.2726 787.50
11540.83
196.88
[30
33[
69
1.04968172
0,1024
0,1024
96.7275721
250
0.68247 1034.54056 16.7519 1620.37
15813.25
405.09
[33
36[
92
1.05537809
0,1421
0,1421
130.01946
250
0.7221 922.968908 22.8155 2966.46
20875.33
741.61
[36
39[
74
1.06255134
0,1467
0,1467
170.509514
250
0.7268 807.031272 22.9985 3921.47
26713.42
980.37
[39
42[
123
1.07186222
0,2621
0,2621
218.989159
250
0.8422 693.165193 39.4148 8631.41
32919.07
2157.85
[42
45[
129
1.08443543
0,4142
0,4142
276.265925
250
0.99434 566.563153 57.3824 15852.79
38259.97
3963.20
[45
48[
71
1.10235485
0,4950
0,4950
343.162548
250
1.07515 428.856803 60.0713 20614.22
41631.91
5153.56
[48
51[
39
1.1299676
0,7333
0,7333
420.516166
250
1.31344 298.420859 71.4273 30036.33
40952.95
7509.08
[51
54[
4
1.17812893
0,2593
0,2593
509.177625
250
0.83932 170.5089 19.9612 10163.79
39193.27
2540.95
[54
57[
2
1.28395398
0,2247
0,2247
610.010847
250
0.8047 105.902976 14.8666 9068.80
40360.19
2267.20
[57
60[
2
1
0,1984
0,1984
723.892264
250
0.77842 52.6617651 13.4234 9717.09
48973.02
2429.27
x=1
∑
104153.22 325113.76 26038.30
Tableau -8- Résultats de l'analyse de Thompson et Bell pour les mâles Scyliorhinus canicula avec un maillage de 3cm
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
0,0016
0,0016
24.0931805
250
0.59156 2005.14411 0.38959
9.39
6000.04
2.35
[21
24[
8
1.04211085
0,0113
0,0113
36.5568086
250
0.60134 1857.82412 2.82644 103.33
9108.13
25.83
[24
27[
19
1.04605756
0,0249
0,0249
52.6435005
250
0.61485 1707.9992 6.18396 325.55
13100.37
81.39
[27
30[
40
1.05082108
0,0482
0,0482
72.7922719
250
0.63821 1554.99341 11.945 869.50
18036.95
217.38
[30
33[
59
1.05668445
0,0697
0,0697
97.4376767
250
0.65966 1396.8543 17.112 1667.36
23934.53
416.84
[33
36[
65
1.06407872
0,0823
0,0823
127.010319
250
0.67229 1234.81507 19.9505 2533.93
30792.79
633.48
[36
39[
82
1.07369437
0,1114
0,1114
161.937262
250
0.7014 1071.82302 26.4845 4288.82
38498.46
1072.21
[39
42[
107
1.08671137
0,1627
0,1627
202.642365
250
0.75265 905.073779 37.4057 7579.97
46603.95
1894.99
[42
45[
149
1.10532763
0,2806
0,2806
249.546561
250
0.87057 731.979136 60.4395 15082.46 53756.52
3770.62
[45
48[
98
1.13416378
0,3237
0,3237
303.068091
250
0.91367 544.443772 62.4314 18920.97 58458.32
4730.24
[48
51[
48
1.18490087
0,3155
0,3155
363.622709
250
0.90552 368.208211 52.2963 19016.11 60268.36
4754.03
[51
54[
17
1.29843857
0,2275
0,2275
431.623853
250
0.81746 218.122851 31.4285 13565.30 59638.57
3391.32
[54
57[
14
1.81029055
0,1806
0,1806
507.482798
250
0.77055 105.172523 19.669 9981.68
55286.36
2495.42
x=1
∑
93944.35 473483.35 23486.09
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
0,0043
0,0043
20.3405123
250
0.58427 1442.32351 0.70952
14.43
3380.71
3.61
[21
24[
9
1.03796783
0,0172
0,0172
32.3913905
250
0.59716 1345.21462 2.8555
92.49
5389.75
23.12
[24
27[
29
1.04120606
0,0474
0,0474
48.6595507
250
0.6274 1245.85028 7.87384 383.14
8083.10
95.78
[27
30[
44
1.04504849
0,0682
0,0682
69.8595735
250
0.64824 1141.62946 11.2726 787.50
11540.83
196.88
[30
33[
69
1.04968172
0,1024
0,1024
96.7275721
250
0.68247 1034.54056 16.7519 1620.37
15813.25
405.09
[33
36[
92
1.05537809
0,1421
0,1421
130.01946
250
0.7221 922.968908 22.8155 2966.46
20875.33
741.61
[36
39[
74
1.06255134
0,1467
0,1467
170.509514
250
0.7268 807.031272 22.9985 3921.47
26713.42
980.37
[39
42[
123
1.07186222
0,2621
0,2621
218.989159
250
0.8422 693.165193 39.4148 8631.41
32919.07
2157.85
[42
45[
129
1.08443543
0,4142
0,4142
276.265925
250
0.99434 566.563153 57.3824 15852.79
38259.97
3963.20
[45
48[
71
1.10235485
0,4950
0,4950
343.162548
250
1.07515 428.856803 60.0713 20614.22
41631.91
5153.56
[48
51[
39
1.1299676
0,7333
0,7333
420.516166
250
1.31344 298.420859 71.4273 30036.33
40952.95
7509.08
[51
54[
4
1.17812893
0,2593
0,2593
509.177625
250
0.83932 170.5089 19.9612 10163.79
39193.27
2540.95
[54
57[
2
1.28395398
0,2247
0,2247
610.010847
250
0.8047 105.902976 14.8666 9068.80
40360.19
2267.20
[57
60[
2
1
0,1984
0,1984
723.892264
250
0.77842 52.6617651 13.4234 9717.09
48973.02
2429.27
x=1
∑
104153.22 325113.76 26038.30
Tableau -8- Résultats de l'analyse de Thompson et Bell pour les mâles Scyliorhinus canicula avec un maillage de 3cm
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
0,0016
0,0016
24.0931805
250
0.59156 2005.14411 0.38959
9.39
6000.04
2.35
[21
24[
8
1.04211085
0,0113
0,0113
36.5568086
250
0.60134 1857.82412 2.82644 103.33
9108.13
25.83
[24
27[
19
1.04605756
0,0249
0,0249
52.6435005
250
0.61485 1707.9992 6.18396 325.55
13100.37
81.39
[27
30[
40
1.05082108
0,0482
0,0482
72.7922719
250
0.63821 1554.99341 11.945 869.50
18036.95
217.38
[30
33[
59
1.05668445
0,0697
0,0697
97.4376767
250
0.65966 1396.8543 17.112 1667.36
23934.53
416.84
[33
36[
65
1.06407872
0,0823
0,0823
127.010319
250
0.67229 1234.81507 19.9505 2533.93
30792.79
633.48
[36
39[
82
1.07369437
0,1114
0,1114
161.937262
250
0.7014 1071.82302 26.4845 4288.82
38498.46
1072.21
[39
42[
107
1.08671137
0,1627
0,1627
202.642365
250
0.75265 905.073779 37.4057 7579.97
46603.95
1894.99
[42
45[
149
1.10532763
0,2806
0,2806
249.546561
250
0.87057 731.979136 60.4395 15082.46 53756.52
3770.62
[45
48[
98
1.13416378
0,3237
0,3237
303.068091
250
0.91367 544.443772 62.4314 18920.97 58458.32
4730.24
[48
51[
48
1.18490087
0,3155
0,3155
363.622709
250
0.90552 368.208211 52.2963 19016.11 60268.36
4754.03
[51
54[
17
1.29843857
0,2275
0,2275
431.623853
250
0.81746 218.122851 31.4285 13565.30 59638.57
3391.32
[54
57[
14
1.81029055
0,1806
0,1806
507.482798
250
0.77055 105.172523 19.669 9981.68
55286.36
2495.42
x=1
∑
93944.35 473483.35 23486.09