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Creating Animated GIFs from STK Visualizations

  • Mar 15, 2021
  • Alexander Ridgeway
  • Blog Post

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White Paper: A Comparison of Lunar Landing Trajectory Strategies Using Numerical Simulations

  • PDF

The paper describes the complete strategies for trajectory design from Earth-launch to Lunar landing.

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Exporting Contour Lines into Shapefiles

  • Mar 8, 2021
  • Roberto Gemma
  • Blog Post

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STK Lunar Mission Resources

  • Feb 15, 2021
  • Alex Rogers
  • Blog Post

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How to Use USGS Terrain Data in STK

  • Oct 5, 2020
  • Andrew Arnold
  • Blog Post

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Now Available: Parallel Computing Server on Linux

  • Apr 13, 2021
  • Kristian Calhoun
  • Blog Post

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Predicting the Impact Locations of Space Debris

  • Jan 25, 2021
  • Giuseppe Corrao
  • Blog Post

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Connect digital engineering to the mission level with STK 12

  • Apr 29, 2020
  • Washington Wedderburn
  • Blog Post

Take your mission development to the next level with the newest STK version, STK 12.

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White Paper: Addressing Nonlinear Relative Motion For Spacecraft Collision Probability

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Linear methods for computing satellite collision probability can be extended to accommodate nonlinear relative motion.

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White Paper: Deconfliction Scheduler Algorithms

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This paper is focused on the final piece, the scheduler algorithms and framework provided by Optwise Corporation.

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White Paper: Effects of Eclipse Boundary Crossings on the Numerical Integration of Orbit Trajectories

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This paper shows the effects of eclipse boundary crossings on the numerical integration of orbit trajectories

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White Paper: Long-Term Prediction of GPS Accuracy: Understanding the Fundamentals

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This paper will explore the obstacles inherent in predicting GNSS-based navigation accuracy.

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White Paper: Optimal Time Transfer

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This paper describes optimal time transfer.

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White Paper: Orbit Determination And Acquisition For LADEE And LLCD Mission Operations

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This paper describes the orbit determination results for the Lunar Atmospheric Dust Environment Explorer LADEE and LLCD missions.

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White Paper: Parametric Optimization Of Closed-Loop Slew Control Using Interpolation Polynomials

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This paper describes parametric optimization of closed-loop slew control using interpolation polynomials

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