Getting Started¶
OpenSCvx is a JAX-based Python library for trajectory optimization using Successive Convexification (SCvx). It provides a simple interface for formulating and solving trajectory optimization problems with continuous-time constraint satisfaction.
Important
The library is currently in beta testing. Please report any issues on the GitHub repository.
Key Features¶
- JAX-based: Automatic differentiation, vectorization, and compilation
- Continuous-time constraints: Support for path constraints that must be satisfied at all times
- Successive Convexification: Robust optimization algorithm for non-convex problems
- Multiple constraint types: Continuous-time, nodal, and boundary constraints
- Interactive visualization: 3D plotting and real-time optimization visualization
- Code generation: Automatic C++ code generation for optimization problems
- Faster solver performance through compiled code for smaller problems
- Support for customized solver backends like QOCOGen
Installation¶
You can install OpenSCvx using pip or uv. For the most common use case, which includes support for interactive plotting and code generation, you can install the library with the gui and cvxpygen extras:
If you only need the core library without the optional features, you can run:
Development Version (Nightly)¶
To install the latest development version (nightly) from PyPI:
Or for just the core library:
Pre-release Versions
The --pre flag tells pip/uv to install pre-release versions (e.g., 1.2.4.dev3). These nightly builds contain the latest features and bug fixes but may be less stable than official releases.
Local Development¶
For local development, you can clone the repository and install it in editable mode:
# Clone the repo
git clone https://github.com/haynec/OpenSCvx.git
cd OpenSCvx
# Install in editable mode with all optional dependencies
pip install -e ".[gui,cvxpygen]"
# or with uv
uv pip install -e ".[gui,cvxpygen]"
Dependencies¶
OpenSCvx has a few optional dependency groups:
The core dependencies are installed automatically with openscvx:
cvxpy- for convex optimizationjax- for fast linear algebra, automatic differentiation, and vectorizationnumpy- for numerical operationsdiffrax- for automatic differentiationtermcolor- for colored terminal output-
plotly- for basic interactive 3D plotting -
gui: For interactive 3D plotting and real-time visualization. This includes:pyqtgraph- for realtime 3D plottingPyQt5- for GUIscipy- for spatial operationsPyOpenGL- for 3D plottingPyOpenGL_accelerate(optional, for speed) - for 3D plotting
-
cvxpygen: For C++ code generation, enabling faster solver performance on smaller problems. This includes:cvxpygen- for C++ code generationqocogen- fast SOCP solver
Local Development¶
For setting up a local development environment, we recommend using Conda to manage environments.
Via Conda
1. Clone the repository: 2. Create and activate a conda environment with Python: 3. Install the package in editable mode with all optional dependencies:Via uv
1. Prerequisites: Install [uv](https://docs.astral.sh/uv/getting-started/installation/) 2. Clone the repository: 3. Create and activate a virtual environment: 4. Install the package in editable mode with all optional dependencies:Via pip and venv
1. Clone the repository: 2. Create and activate a virtual environment: 3. Install the package in editable mode with all optional dependencies:Quick Example¶
Here's a simple example to get you started with OpenSCvx. This demonstrates a minimum-time problem where a vehicle moves from the origin to a target position:
import numpy as np
import openscvx as ox
from openscvx import Problem
# Define state variables
position = ox.State("position", shape=(2,)) # 2D position [x, y]
position.min = np.array([-10.0, -10.0])
position.max = np.array([10.0, 10.0])
position.initial = np.array([0.0, 0.0])
position.final = np.array([5.0, 5.0])
# Define control variables
velocity = ox.Control("velocity", shape=(2,)) # Velocity [vx, vy]
velocity.min = np.array([-2.0, -2.0])
velocity.max = np.array([2.0, 2.0])
# Set initial guesses
position.guess = np.linspace(position.initial, position.final, 20)
velocity.guess = np.repeat(
np.expand_dims(np.array([1.0, 1.0]), axis=0), 20, axis=0
)
# Collect states and controls
states = [position]
controls = [velocity]
# Define dynamics using symbolic expressions
dynamics = {
"position": velocity, # position derivative is velocity
}
# Define time (minimize final time)
time = ox.Time(
initial=0.0,
final=("minimize", 5.0), # Minimize final time with initial guess of 5.0
min=0.0,
max=10.0,
)
# Create the problem
problem = Problem(
dynamics=dynamics,
states=states,
controls=controls,
time=time,
constraints=[],
N=20,
)
# Solve the problem
problem.initialize()
result = problem.solve()
result = problem.post_process(result)
# Access results
print(f"Converged: {result.converged}")
print(f"Optimal time: {result.t_final:.3f}")
print(f"Final position: {result.trajectory['position'][-1]}")
print(f"Total cost: {result.cost:.3f}")
Note
This is a basic example. For more complex problems, see the Examples section.
Next Steps¶
- Examples: Explore the comprehensive set of example problems
- Basic Problem Setup: Learn how to set up your first optimization problem
- Advanced Problem Setup: Learn how to set up a more complex optimization problem
- API Reference: Detailed documentation of all classes and functions
- Citation: Information for citing OpenSCvx in your research