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3 | 3 | import erad.models.fragility_curve as frag |
4 | 4 | from erad.enums import AssetTypes |
5 | 5 |
|
| 6 | + |
| 7 | +moderate_mu_meters = { |
| 8 | + "Class 1": 1.524, |
| 9 | + "Class 2": 1.463, |
| 10 | + "Class 3": 1.372, |
| 11 | + "Class 4": 1.280, |
| 12 | + "Class 5": 1.219, |
| 13 | + "Class 6": 1.128, |
| 14 | + "Class 7": 1.067, |
| 15 | + "Class 8": 0.975, |
| 16 | + "Class 9": 0.914, |
| 17 | + "Class 10": 0.853, |
| 18 | +} |
| 19 | + |
| 20 | +dispersion_values = { |
| 21 | + "Class 1": 0.45, |
| 22 | + "Class 2": 0.45, |
| 23 | + "Class 3": 0.50, |
| 24 | + "Class 4": 0.50, |
| 25 | + "Class 5": 0.50, |
| 26 | + "Class 6": 0.50, |
| 27 | + "Class 7": 0.55, |
| 28 | + "Class 8": 0.55, |
| 29 | + "Class 9": 0.60, |
| 30 | + "Class 10": 0.60, |
| 31 | +} |
| 32 | + |
6 | 33 | DEFAULT_FLOOD_DEPTH_FRAGILITY_CURVES = frag.HazardFragilityCurves( |
7 | 34 | asset_state_param="flood_depth", |
8 | 35 | curves=[ |
|
17 | 44 | asset_type=AssetTypes.battery_storage, |
18 | 45 | prob_function=frag.ProbabilityFunction( |
19 | 46 | distribution="lognorm", |
20 | | - parameters=[Distance(0.35, "m"), Distance(0.50, "m"), 1 / 0.35], |
| 47 | + parameters=[Distance(0.4, "m"), Distance(0.01, "m"), 0.7], |
21 | 48 | ), |
22 | 49 | ), |
23 | 50 | frag.FragilityCurve( |
24 | 51 | asset_type=AssetTypes.distribution_junction_box, |
25 | 52 | prob_function=frag.ProbabilityFunction( |
26 | 53 | distribution="lognorm", |
27 | | - parameters=[Distance(0.40, "m"), Distance(1.0, "m"), 1 / 0.40], |
| 54 | + parameters=[Distance(0.8, "m"), Distance(2.0, "m"), 1 / 0.8], |
28 | 55 | ), |
29 | 56 | ), |
30 | 57 | frag.FragilityCurve( |
31 | 58 | asset_type=AssetTypes.distribution_overhead_lines, |
32 | 59 | prob_function=frag.ProbabilityFunction( |
33 | 60 | distribution="lognorm", |
34 | | - parameters=[Distance(0.35, "m"), Distance(1.0, "m"), 1 / 0.35], |
| 61 | + parameters=[ |
| 62 | + Distance(dispersion_values["Class 4"], "m"), |
| 63 | + Distance(0.01, "m"), |
| 64 | + moderate_mu_meters["Class 4"], |
| 65 | + ], |
35 | 66 | ), |
36 | 67 | ), |
37 | 68 | frag.FragilityCurve( |
38 | 69 | asset_type=AssetTypes.distribution_poles, |
39 | 70 | prob_function=frag.ProbabilityFunction( |
40 | 71 | distribution="lognorm", |
41 | | - parameters=[Distance(0.35, "m"), Distance(1.0, "m"), 1 / 0.35], |
| 72 | + parameters=[ |
| 73 | + Distance(dispersion_values["Class 4"], "m"), |
| 74 | + Distance(0.01, "m"), |
| 75 | + moderate_mu_meters["Class 4"], |
| 76 | + ], |
42 | 77 | ), |
43 | 78 | ), |
44 | 79 | frag.FragilityCurve( |
45 | 80 | asset_type=AssetTypes.distribution_underground_cables, |
46 | 81 | prob_function=frag.ProbabilityFunction( |
47 | 82 | distribution="lognorm", |
48 | | - parameters=[Distance(0.8, "m"), Distance(1.0, "m"), 1 / 0.8], |
| 83 | + parameters=[Distance(0.8, "m"), Distance(2.0, "m"), 1 / 0.8], |
49 | 84 | ), |
50 | 85 | ), |
51 | 86 | frag.FragilityCurve( |
52 | 87 | asset_type=AssetTypes.solar_panels, |
53 | 88 | prob_function=frag.ProbabilityFunction( |
54 | 89 | distribution="lognorm", |
55 | | - parameters=[Distance(0.35, "m"), Distance(0.6, "m"), 1 / 0.35], |
| 90 | + parameters=[Distance(0.4, "m"), Distance(0.01, "m"), 0.8], |
56 | 91 | ), |
57 | 92 | ), |
58 | 93 | frag.FragilityCurve( |
59 | 94 | asset_type=AssetTypes.substation, |
60 | 95 | prob_function=frag.ProbabilityFunction( |
61 | 96 | distribution="lognorm", |
62 | | - parameters=[Distance(0.40, "m"), Distance(1.0, "m"), 1 / 0.4], |
| 97 | + parameters=[Distance(0.01, "m"), Distance(0.01, "m"), 1], |
63 | 98 | ), |
64 | 99 | ), |
65 | 100 | frag.FragilityCurve( |
66 | 101 | asset_type=AssetTypes.transformer_mad_mount, |
67 | 102 | prob_function=frag.ProbabilityFunction( |
68 | 103 | distribution="lognorm", |
69 | | - parameters=[Distance(0.35, "m"), Distance(0.6, "m"), 1 / 0.35], |
| 104 | + parameters=[Distance(0.5, "m"), Distance(0.01, "m"), 0.9], |
70 | 105 | ), |
71 | 106 | ), |
72 | 107 | frag.FragilityCurve( |
73 | 108 | asset_type=AssetTypes.transformer_pole_mount, |
74 | 109 | prob_function=frag.ProbabilityFunction( |
75 | 110 | distribution="lognorm", |
76 | | - parameters=[Distance(0.30, "m"), Distance(0.8, "m"), 1 / 0.3], |
| 111 | + parameters=[Distance(0.5, "m"), Distance(0.01, "m"), 1.2], |
77 | 112 | ), |
78 | 113 | ), |
79 | 114 | frag.FragilityCurve( |
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