Getting started with AMUSE¶
AMUSE is based on python, so if you’re new to Python, you’ll find the official Python documentation a valuable resource. Like with Python, there are basically two ways to use AMUSE. Firstly, directly via the interactive (Python) command line:
> python Python 3.8.0 (default, Nov 3 2019, 10:55:54) [Clang 11.0.0 (clang-118.104.22.168)] on darwin Type "help", "copyright", "credits" or "license" for more information. >>> >>> quit()
Secondly, by writing (Python) scripts. Suppose you wrote the following script myscript.py, and saved it in the current working directory:
from amuse.units.units import * from amuse.units import constants def convert_to_freq(wavelengths = [355.1, 468.6, 616.5, 748.1, 893.1] | nano(m)): """ This function converts wavelength to frequency, using the speed of light in vacuum. """ print("The speed of light in vacuum:", constants.c) print("wavelength --> frequency") for wavelength in wavelengths: print(wavelength, " --> ", (constants.c/wavelength).as_quantity_in(giga(Hz)))
Then this script can be executed from the AMUSE interactive command line:
>>> import myscript >>> help(myscript) # Tells you what myscript can do, ... >>> # ... for example that it has a function to convert wavelength to frequency. >>> myscript.convert_to_freq() The speed of light in vacuum: 299792458.0 m * s**-1 wavelength --> frequency 355.1 nm --> 844247.98085 GHz 468.6 nm --> 639761.967563 GHz 616.5 nm --> 486281.359286 GHz 748.1 nm --> 400738.481486 GHz 893.1 nm --> 335676.24902 GHz >>> from amuse.units.units import * >>> myscript.convert_to_freq([21.0, 18.0, 6.0] | cm) The speed of light in vacuum: 299792458.0 m * s**-1 wavelength --> frequency 21.0 cm --> 1.42758313333 GHz 18.0 cm --> 1.66551365556 GHz 6.0 cm --> 4.99654096667 GHz >>> quit()
You can also run scripts directly from the terminal prompt. Calling python with a file name argument will execute the file. For this you need to add the following line to your script, telling the script which of its functions to call when executed:
if __name__ == '__main__': convert_to_freq()
Your script can now be executed directly from the terminal prompt:
> python myscript.py
The speed of light in vacuum: 299792458.0 m * s**-1 wavelength –> frequency 355.1 nm –> 844247.98085 GHz 468.6 nm –> 639761.967563 GHz 616.5 nm –> 486281.359286 GHz 748.1 nm –> 400738.481486 GHz 893.1 nm –> 335676.24902 GHz
Example interactive session¶
This is an example of an interactive session with AMUSE, showing how the interface to a typical (gravitational dynamics) legacy code works. Using the Barnes & Hut Tree code, the dynamics of the Sun-Earth system is solved. This two-body problem is chosen for simplicity, and is, of course, not exactly what a Tree code normally is used for. First we import the necessary AMUSE modules.
>>> from amuse.community.bhtree.interface import BHTree >>> from amuse.datamodel import Particles >>> from amuse.units import nbody_system >>> from amuse.units import units
Gravitational dynamics legacy codes usually work with N-body <https://en.wikipedia.org/wiki/N-body_units> units internally. We have to tell the code how to convert these to the natural units of the specific system, when creating an instance of the legacy code class.
>>> convert_nbody = nbody_system.nbody_to_si(1.0 | units.MSun, 149.5e6 | units.km) >>> instance = BHTree(convert_nbody)
Now we can tell the instance to change one of its parameters, before it initializes itself:
>>> instance.parameters.epsilon_squared = 0.001 | units.AU**2
Then we create two particles, with properties set to those of the Sun and the Earth, and hand them over to the BHTree instance.
>>> stars = Particles(2) >>> sun = stars >>> sun.mass = 1.0 | units.MSun >>> sun.position = [0.0,0.0,0.0] | units.m >>> sun.velocity = [0.0,0.0,0.0] | units.m / units.s >>> sun.radius = 1.0 | units.RSun >>> earth = stars >>> earth.mass = 5.9736e24 | units.kg >>> earth.radius = 6371.0 | units.km >>> earth.position = [1.0, 0.0, 0.0] | units.AU >>> earth.velocity = [0.0, 29783, 0.0] | units.m / units.s >>> instance.particles.add_particles(stars)
We need to setup a channel to copy values from the code to our model in python:
>>> channel = instance.particles.new_channel_to(stars)
Now the model can be evolved up to a specified end time. The current values of the particles are retieved from the legacy code by using copy from the channel.
>>> print(earth.position) 149597870691.0 m >>> print(earth.position.in_(units.AU)) 1.0 AU >>> instance.evolve_model(1.0 | units.yr) >>> print(earth.position.in_(units.AU)) # This is the outdated value! (should update_particles first) 1.0 AU >>> channel.copy() >>> print(earth.position.in_(units.AU)) 0.999843742682 AU >>> instance.evolve_model(1.5 | units.yr) >>> channel.copy() >>> print(earth.position.in_(units.AU)) -1.0024037469 AU
It’s always a good idea to clean up after you’re finished:
In the test/examples <https://github.com/amusecode/amuse/tree/master/examples> subdirectory several example scripts are included. They show how the different legacy codes can be used. One such example is test_HRdiagram_cluster.py <https://github.com/amusecode/amuse/blob/master/examples/applications/test_HRdiagram_cluster.py>. It has several optional arguments. The example script can be executed from the AMUSE command line as well as from the terminal prompt (in the latter case use -h to get a list of the available command line options):
>>> import test_HRdiagram_cluster >>> test_HRdiagram_cluster.simulate_stellar_evolution() The evolution of 1000 stars will be simulated until t= 1000.0 Myr ... Using SSE legacy code for stellar evolution. Deriving a set of 1000 random masses following a Salpeter IMF between 0.1 and 125 MSun (alpha = -2.35). Initializing the particles Start evolving... Evolved model successfully. Plotting the data... All done! >>> from amuse.units.units import * >>> test_HRdiagram_cluster.simulate_stellar_evolution(end_time=5000 | Myr) The evolution of 1000 stars will be simulated until t= 5000 Myr ... ...
> python test_HRdiagram_cluster.py -h Usage: test_HRdiagram_cluster.py [options] This script will generate HR diagram for an evolved cluster of stars with a Salpeter mass distribution. Options: -h, --help show this help message and exit ... > python test_HRdiagram_cluster.py The evolution of 1000 stars will be simulated until t= 1000.0 Myr ... ...
If instead of “Plotting the data…” the script printed “Unable to produce plot: couldn’t find matplotlib.”, this probably means you do not have Matplotlib installed. See the subsection on Matplotlib below.
Matplotlib is a python plotting library which produces publication quality figures. Many of the AMUSE example scripts use this library to produce graphical output. If you would like to take advantage of this library, get it from https://matplotlib.org/ <https://matplotlib.org/> and install it in the Python site-packages directory. For your own work, it is of course also possible to print the required output to the terminal and use your favourite plotting tool to make the figures.