Post
136
NEW DATASET:
vanta-research/orbital-mechanics-1
We are excited to release our Orbital-Mechanics-1 dataset! This file includes 3.16k rows of collaborative, conversational, examples in orbital mechanics surrounding:
- Orbital Maneuvers
- Perturbations and Non-Keplerian Effects
- Specialized Orbits
- Multi-Body Dynamics
- Mission Design
- Exoplanet Applications
This dataset was synthetically generated from a subset of high quality, curated examples. After generation all data is initially filtered by a critic agent for quality, and then again filtered after that by a human before making it into the final dataset.
Orbital-Mechanics-1 is designed with the following approach:
- Conceptual Shortcuts: Distilling complex ideas into memorable comparisons
- Physical Intuition: Explaining the "why" behind mathematical formulas
- Limiting Cases: Sanity-checking equations with extreme scenarios
- Practical Context: Connecting theory to real missions and observations
- Step-by-step Reasoning: Building complex concepts from first principles.
Mathematical content is formatted using LaTeX notation for clarity and precision.
We are excited to release our Orbital-Mechanics-1 dataset! This file includes 3.16k rows of collaborative, conversational, examples in orbital mechanics surrounding:
- Orbital Maneuvers
- Perturbations and Non-Keplerian Effects
- Specialized Orbits
- Multi-Body Dynamics
- Mission Design
- Exoplanet Applications
This dataset was synthetically generated from a subset of high quality, curated examples. After generation all data is initially filtered by a critic agent for quality, and then again filtered after that by a human before making it into the final dataset.
Orbital-Mechanics-1 is designed with the following approach:
- Conceptual Shortcuts: Distilling complex ideas into memorable comparisons
- Physical Intuition: Explaining the "why" behind mathematical formulas
- Limiting Cases: Sanity-checking equations with extreme scenarios
- Practical Context: Connecting theory to real missions and observations
- Step-by-step Reasoning: Building complex concepts from first principles.
Mathematical content is formatted using LaTeX notation for clarity and precision.