Changelog¶
Version 0.3.1¶
Released on: 2021/10/19
Bug fix:
Package the missing
requirements.txt
file in source distributions (#96)
This release contains contributions from:
Leonardo Uieda
Version 0.3.0¶
Released on: 2021/10/18
Highlights:
Add support for Python 3.9 and 3.10 (#87)
Add reference
Sphere
class for bodies with zero flattening (#42)Add spheroids for Venus (#68), Mercury, and the Earth’s Moon (#71)
Enhancements:
Warn users if normal gravity is being computed on internal point (#83)
Add option to return normal gravity in SI units (#69)
Add parameter validation for the
Sphere
class (#56)Add parameter validation for the
Ellipsoid
class (#45)Make parameter validation methods private (#55)
Tests normal gravity against Somigliana equation (#51)
Fix normal gravity equation of
Sphere
(#52)Fix missing centrifugal term for spheres at the equator (#48)
Documentation:
Update documentation theme to sphinx-book-theme (#92)
Add tutorial for geodetic to geocentric coordinate transformations (#84)
Improvements to docstrings of Ellipsoid and Sphere (#49)
Maintenance:
Add Mariana Gomez to
AUTHORS.md
(#90)Add Chris Dinneen to
AUTHORS.md
(#74)Only run CI for Python 3.6 and 3.10 now that it’s out (#89)
Update
setuptools_scm
configuration to save aboule/_version.py
file instead of relying onpkg_resources
to get the version number (#91)Use the OSI version of item 3 in the license (#70)
Add license and copyright notice to every
.py
file (#67)Refactor GitHub Actions workflows to separate building the docs (#65)
Replace versioneer with setuptools-scm (#61)
Remove configuration files for unused CI (#60)
Replace Travis and Azure with GitHub Actions (#57)
Add conda-forge badge to the README (#40)
Format the
doc/conf.py
file with Black (#41)
This release contains contributions from:
Chris Dinneen
Mariana Gomez
Hugo van Kemenade
Lu Li
Santiago Soler
Leonardo Uieda
Version 0.2.0¶
Released on: 2020/07/10
Add the
Ellipsoid.geocentric_radius
method to calculate the distance from the center of the ellipsoid to its surface as a function of latitude (geodetic or geocentric). (#37)Add the
Ellipsoid.prime_vertical_radius
method for computing the prime vertical radius (usually represented by N in equations) as a function of geodetic latitude. (#35)Fix typo in README contributing section (#32)
This release contains contributions from:
Leonardo Uieda
Rowan Cockett
Santiago Soler
Version 0.1.1¶
Released on: 2020/01/10
This release contains only a documentation fix: include install instructions for conda and pip. No functionality has been changed (hence, no DOI was issued).
Version 0.1.0¶
Released on: 2020/01/10
First release of Boule including basic functionality:
Definition of the
Ellipsoid
class: based on the semi-major axis, flattening, geocentric gravitational constant, and angular velocity. Other quantities are derived from these 4.Computation of normal gravity and coordinate conversions between geodetic and geocentric.
Ellipsoid realizations for the Earth (WGS84 and GRS80) and Mars.
Version 0.0.1¶
Released on: 2019/11/06
This release is a placeholder that serves as a marker for the start of this project. It is used to register the project on PyPI and test the continuous integration deployment process.