Pages that link to "Item:Q3992479"

The following pages link to Introduction to the theory of strapped-down inertial navigation systems. (Q3992479):

Displaying 17 items.

• Combined use of strapdown inertial navigation systems and odometers from the standpoint of mechanics of inertial navigation systems. II (Q264017) (← links)
• Strapdown inertial navigation system algorithms based on geometric algebra (Q691059) (← links)
• Strapdown inertial navigation systems for high precision near-earth navigation and satellite geodesy: analysis of operation and errors (Q733999) (← links)
• Optimal reorientation of a Spacecraft's orbit using a jet thrust orthogonal to the orbital plane (Q900318) (← links)
• On the rapid orbital attitude control of manned and cargo spacecraft \textit{Soyuz MS} and \textit{Progress MS} (Q1745893) (← links)
• Inertial navigation in space using the regular quaternion equations of astrodynamics (Q2226143) (← links)
• Kinematic equations of a rigid body in four-dimensional skew-symmetric operators and their application in inertial navigation (Q2278024) (← links)
• Algorithms for the orientation of a moving object with separation of the integration of fast and slow motions (Q2278034) (← links)
• Optimal rotation of the orbit plane of a variable mass spacecraft in the central gravitational field by means of orthogonal thrust (Q2289036) (← links)
• Synthesis of control of spatial motion of a rigid body using dual quaternions (Q2656436) (← links)
• Quaternion methods and regular models of celestial mechanics and space flight mechanics: the use of Euler (Rodrigues-Hamilton) parameters to describe orbital (trajectory) motion. I: Review and analysis of methods and models and their applications (Q2695821) (← links)
• Orientation and kinematics of rotation: quaternionic and four-dimensional skew-symmetric operators, equations, and algorithms (Q2695894) (← links)
• Quaternion methods and regular models of celestial and space flight mechanic: using Euler (Rodrigues-Hamilton) parameters to describe orbital (trajectory) motion. II: Perturbed spatial restricted three-body problem (Q2699160) (← links)
• Principles of GNSS, inertial, and multisensor integrated navigation systems. With DVD (Q2842616) (← links)
• Strapdown Inertial Navigation Integration Algorithm Design Part 2: Velocity and Position Algorithms (Q3623393) (← links)
• Motion control of a multipurpose laboratory module with the use of a propulsion unit (Q6178140) (← links)
• Quaternion and biquaternion methods and regular models of analytical mechanics (review) (Q6544321) (← links)