Changes between Version 1 and Version 2 of EwEugFleetSizeDynamics
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 20101123 02:45:01 (13 years ago)
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EwEugFleetSizeDynamics
v1 v2 2 2 Ecosim users can choose to treat dynamics of fleet sizes and resulting fishing effort as unregulated and subject to fisher investment and operating decisions. The models are described in detail in the introductory material ([wiki:EwEugModellingEffortDynamics Modelling effort dynamics]) and are also described briefly here. 3 3 4 Users wishing to use the fleet/effort dynamics model should check the “fleet/effort response” box on the [[Ecosim parameters.htmEcosim parameters]] form. When this box is checked, Ecosim erases all previously entered time patterns for fishing efforts and fishing rates (e.g., from the sketch pad or from the time series data file), and replaces these with simulated values generated as each simulation proceeds.4 Users wishing to use the fleet/effort dynamics model should check the "fleet/effort response" box on the [EwEugEcosimParameters Ecosim parameters] form. When this box is checked, Ecosim erases all previously entered time patterns for fishing efforts and fishing rates (e.g., from the sketch pad or from the time series data file), and replaces these with simulated values generated as each simulation proceeds. 5 5 6 In this model, there are two time scales of fisher response: (1) a short time response of fishing effort to potential income from fishing, and (2) a longer time investment/depreciation model for capital capacity. You need to set two parameters for the short time response model ( ‘Effort response power’ and ‘Initial effort/capital capacity’) and two for the longer time model (‘Capital depreciation rate’and ‘Initial capital growth rate’).6 In this model, there are two time scales of fisher response: (1) a short time response of fishing effort to potential income from fishing, and (2) a longer time investment/depreciation model for capital capacity. You need to set two parameters for the short time response model ('Effort response power' and 'Initial effort/capital capacity') and two for the longer time model ('Capital depreciation rate' and 'Initial capital growth rate'). 7 7 8 8 '''1. Fast time response model''' 9 9 10 For each time step, the “fast”effort response for the next (monthly) time step is predicted by a sigmoid function of income per effort and current fleet capacity. For each gear, ''g'', at each monthly timestep, t, Effort, E,,g,t,, is the current amount of active, searching gear, i.e.,10 For each time step, the "fast" effort response for the next (monthly) time step is predicted by a sigmoid function of income per effort and current fleet capacity. For each gear, ''g'', at each monthly timestep, t, Effort, E,,g,t,, is the current amount of active, searching gear, i.e., 11 11 12 12 [[Image(wiki:EwEugImages:080000A9.png)]] 13 13 14 where ''p'' and ''Ih'',,''g'',, are fleetspecific response parameters, ''K'',,''g,t'',,'is fleet capacity and ''I'',,''g,t'',, is income. Fleet capacity ''K,,g,t,,'' is initialised using ‘Initial effort/capital capacity’(see below) and is updated using the slow time response model (see next section).14 where ''p'' and ''Ih'',,''g'',, are fleetspecific response parameters, ''K'',,''g,t'',,'is fleet capacity and ''I'',,''g,t'',, is income. Fleet capacity ''K,,g,t,,'' is initialised using 'Initial effort/capital capacity' (see below) and is updated using the slow time response model (see next section). 15 15 16 16 '''Effort response power''' 17 17 18 Use ‘Effort response power’ to set the parameter ''p'', which represents a “heterogeneity” parameter for fishers: high ''p'' values imply all fishers “see” income (''I'') opportunity similarly, while low ''p'' values imply fishers “turn on”their effort over a wide range of mean incomes (see figure).18 Use 'Effort response power' to set the parameter ''p'', which represents a "heterogeneity" parameter for fishers: high ''p'' values imply all fishers "see" income (''I'') opportunity similarly, while low ''p'' values imply fishers "turn on" their effort over a wide range of mean incomes (see figure). 19 19 20 20 [[Image(wiki:EwEugImages:0300003D.png)]] … … 24 24 This parameter is the ratio of initial fishing effort to fleet capacity (i.e., the proportion of maximum effort deployed in the first time step). It is used to set the initial fleet capacity ''K'',,''g,1'',, as well as the income level needed for half the maximum effort to be deployed (''I'',,',,''h'',,''g'',,). 25 25 26 Calculating ''K'',,''g,1'',,: For each fleet, initial fleet capacity ''K1'' is calculated as the inverse of ‘Initial effort/capital capacity’ (initial effort is scaled to be 1 at Ecopath base condition), i.e., if ‘Initial effort/capital capacity’is set at 0.5, then the fleet capacity will be set to 2 because half of the maximum effort is deployed. ''K,,g,t,,'' is updated at each time step using the slow time response model.26 Calculating ''K'',,''g,1'',,: For each fleet, initial fleet capacity ''K1'' is calculated as the inverse of 'Initial effort/capital capacity' (initial effort is scaled to be 1 at Ecopath base condition), i.e., if 'Initial effort/capital capacity' is set at 0.5, then the fleet capacity will be set to 2 because half of the maximum effort is deployed. ''K,,g,t,,'' is updated at each time step using the slow time response model. 27 27 28 Calculating ''I'',,',,''h'',,''g'',,: ‘Initial effort/capital capacity’is also used to calculate'' I'',,',,''h'',,''g'',,. When the ratio is set at the 0.5 default value, ''I'',,',,''h'',,''g'',, is set to the initial income (summed over pools of Ecopath base catches x prices for each fleet).28 Calculating ''I'',,',,''h'',,''g'',,: 'Initial effort/capital capacity' is also used to calculate'' I'',,',,''h'',,''g'',,. When the ratio is set at the 0.5 default value, ''I'',,',,''h'',,''g'',, is set to the initial income (summed over pools of Ecopath base catches x prices for each fleet). 29 29 30 30 '''2. Slow time response model''' 31 31 32 For each fleet, slow effort responses are modelled as changes in fleet capacity (''K'',,''g,t'',,), which is a function of the ‘Capital depreciation rate’, the ‘Capital growth rate’and Profit (calculated dynamically in Ecosim). See [wiki:EwEugModellingEffortDynamics Modelling effort dynamics]] for full description of the model.32 For each fleet, slow effort responses are modelled as changes in fleet capacity (''K'',,''g,t'',,), which is a function of the 'Capital depreciation rate', the 'Capital growth rate' and Profit (calculated dynamically in Ecosim). See [wiki:EwEugModellingEffortDynamics Modelling effort dynamics]] for full description of the model. 33 33 34 34 '''Capital depreciation rate'''