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White Paper: Effects of Eclipse Boundary Crossings on the Numerical Integration of Orbit Trajectories
This paper shows the effects of eclipse boundary crossings on the numerical integration of orbit trajectories
Read MoreEngineering Panel Discussion - DME Forum (MD)
- Shashank Narayan
- Video
Engineering panel discussion, Digital Mission Engineering Forum. Columbia, MD, November 19, 2019.
Read MoreHow To: Transform between Cartesian (X, Y, Z) and Geodetic (Longitude, Latitude, Altitude) Coordinates
- Oct 13, 2010
- AGI Geeks
- Article
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White Paper: Ephemeris Requirements For Space Situational Awareness
This paper describes the ephemeris requirements for Space Situational Awareness (SSA).
Read MoreWebinar: Digital Mission Engineering Part 3
- Jeff Baxter
- Video
Join AGI and Phoenix Integration as we discuss how to develop physics-infused descriptive models with STK and SysML tools like Cameo.
Read MoreWhite Paper: Determination of close approaches for Earth fixed launch trajectories
This paper shows how to determine close approaches for Earth fixed launch trajectories
Read MoreHow Can I Perform Search and Track Using the Same Sensor?
- Jan 15, 2018
- Vineet Kochhar
- Tech Tip
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White Paper: A Preliminary Analysis of State Vector Prediction Accuracy
This paper shows numerical results for propagating satellite state vectors against known POE’s and against precise ephemerides
Read MoreSTK Provides Modeling, Analysis, Acquisition Capabilities
Riverside Research Introduces a Web-Based Collection Feasibility Tool Built Using STK Components from AGI
Read MoreWhite Paper: Determination of close approaches for constellations of satellites
This paper shows how to determine close approaches for constellations of satellites.
Read MoreWhite Paper: Getting To Know Our Space Population From The Public Catalog
Our space population continues to increase as satellites are launched and debris producing catastrophic events occur.
Read MoreWhite Paper: Integration Of Orbit Trajectories In The Presence Of Multiple Full Gravitational Fields
- Dr. Vince Coppola
Describes the integration of trajectories in the presence of multiple full gravitational fields
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