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Coordinates and Projection Systems
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Related lectures (35)
Physics 1: Harmonic Oscillator and Spherical Coordinates
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Explores harmonic oscillators, pendulum movement, and spherical coordinates in physics.
Coordinate Transformation and Satellite Tracking
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Explores coordinate transformation, satellite tracking, GPS signals, and receiver systems, including practical exercises and study of scientific articles.
Projection Orthogonale: Properties and Methods
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Explores the properties of orthogonal projection and the Monge method for projecting points in space.
Geodesy Bases and Coordinate Systems
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Explores geodesy bases, coordinate systems, and projections for astronomy and navigation.
Datum and Projection System: Topographic Base Establishment
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Explores the challenges of different geodetic references in establishing a topographic base for a cross-border project.
ECEF Frame: Earth Centered Earth Fixed
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Explains the Earth Centered Earth Fixed (ECEF) frame and its coordinate systems.
Geodetic References: Coordinate Conversions and Global Systems
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Explores coordinate conversions, datum changes, global kinematics, and geodetic reference systems, including CH1903 and satellite tracking.
Geodesics and Map Projections
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Covers geodesics, isometries, and map projections, including the famous Mercator projection and its distortions.
Satellite Tracking: Basics and Applications
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Covers the basics of satellite tracking, GPS systems, geolocation, and challenges in GNSS applications.
Projections, Transformations: MN03-MN95
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Explores Swiss survey frameworks, continuous territory transformation, satellite tracking principles, and ellipsoid coordinate conversion.
Projection of Lines in Descriptive Geometry
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Explains methods for accurately projecting lines in 3D space using GeoGebra.
Satellite Selection and System Activation
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Covers satellite selection, system activation, and sky charts for navigation systems.
Rotating Vectors: Fish Formula
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Covers the interpretation of rotation in a coordinate system and the fish formula.
Descriptive Geometry: The Sphere
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Covers the missing projection of points on a sphere using principal planes.
Orthogonal Bases and Projection
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Introduces orthogonal bases, projection onto subspaces, and the Gram-Schmidt process in linear algebra.
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