Skip to content
master
Switch branches/tags
Code

Latest commit

 

Git stats

Files

Permalink
Failed to load latest commit information.
Type
Name
Latest commit message
Commit time
 
 
 
 
src
 
 
 
 
 
 
 
 
 
 
 
 

Mimi-DICE-2013.jl

Project Status: Active - The project has reached a stable, usable state and is being actively developed. codecov

Software Requirements

You need to install Julia 1.4.0 or newer to run this model. You can download Julia from http://julialang.org/downloads/.

Preparing the Software Environment

You first need to connect your Julia installation with the central Mimi registry of Mimi models. This central registry is like a catalogue of models that use Mimi that is maintained by the Mimi project. To add this registry, run the following command at the julia package REPL:

pkg> registry add https://github.com/mimiframework/MimiRegistry.git

You only need to run this command once on a computer. The next step is to install MimiDICE013.jl itself. You need to run the following command at the julia package REPL:

pkg> add MimiDICE2013

You probably also want to install the Mimi package into your julia environment, so that you can use some of the tools in there:

pkg> add Mimi

Running the model

The model uses the Mimi framework and it is highly recommended to read the Mimi documentation first to understand the code structure. For starter code on running the model just once, see the code in the file examples/main.jl.

The basic way to access a copy of the default MimiDICE2013 model is the following:

using MimiDICE2013

m = MimiDICE2013.get_model()
run(m)

Calculating the Social Cost of Carbon

Here is an example of computing the social cost of carbon with MimiDICE2013. Note that the units of the returned value are dollars $/ton CO2.

using Mimi
using MimiDICE2013

# Get the social cost of carbon in year 2020 from the default MimiDICE2013 model:
scc = MimiDICE2013.compute_scc(year = 2020)

# You can also compute the SCC from a modified version of a MimiDICE2013 model:
m = MimiDICE2013.get_model()    # Get the default version of the MimiDICE2013 model
update_param!(m, :t2xco2, 5)    # Try a higher climate sensitivity value
scc = MimiDICE2013.compute_scc(m, year=2020)    # compute the scc from the modified model by passing it as the first argument to compute_scc

The first argument to the compute_scc function is a MimiDICE2013 model, and it is an optional argument. If no model is provided, the default MimiDICE2013 model will be used. There are also other keyword arguments available to compute_scc. Note that the user must specify a year for the SCC calculation, but the rest of the keyword arguments have default values.

compute_scc(m = get_model(),  # if no model provided, will use the default MimiDICE2013 model
    year = nothing,  # user must specify an emission year for the SCC calculation
    last_year = 2305,  # the last year to run and use for the SCC calculation. Default is the last year of the time dimension, 2305.
    prtp = 0.03,  # pure rate of time preference parameter used for constant discounting
)

There is an additional function for computing the SCC that also returns the MarginalModel that was used to compute it. It returns these two values as a NamedTuple of the form (scc=scc, mm=mm). The same keyword arguments from the compute_scc function are available for the compute_scc_mm function. Example:

using Mimi
using MimiDICE2013

result = MimiDICE2013.compute_scc_mm(year=2030, last_year=2300, prtp=0.025)

result.scc  # returns the computed SCC value

result.mm   # returns the Mimi MarginalModel

marginal_temp = result.mm[:climatedynamics, :TATM]  # marginal results from the marginal model can be accessed like this

Pulse Size Details

By default, MimiDICE2013 will calculate the SCC using a marginal emissions pulse of 5 GtCO2 spread over five years, or 1 GtCO2 per year for five years. The SCC will always be returned in $ per ton CO2 since is normalized by this pulse size. This choice of pulse size and duration is a decision made based on experiments with stability of results and moving from continuous to discretized equations, and can be found described further in the literature around DICE.

For a deeper dive into the machinery of this function, see the forum conversation here, which is focused on MimiFUND but has similar internal machinery to MimiDICE2013, and the docstrings in marginaldamage.jl.

About

No description, website, or topics provided.

Resources

License

Packages

No packages published

Languages