Prof. Ludovico Biagi Satellite Navigation and Monitoring

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Prof. Ludovico Biagi Satellite Navigation and Monitoring Navigation: trajectories control positions estimations in real time, at high frequency popular applications: low accuracy (10 m) required specific applications require better accuracy Monitoring: positions monitoring in time positions estimations for campaigns and time series analysis typically high accuracy required (10 cm -> 1 mm) GNSS provides navigation and monitoring From geodetic theory to geomatics methods

Transcript of Prof. Ludovico Biagi Satellite Navigation and Monitoring

Page 1: Prof. Ludovico Biagi Satellite Navigation and Monitoring

Prof. Ludovico Biagi

Satellite Navigation and Monitoring

Navigation: trajectories control positions estimations in real time, at high frequency popular applications: low accuracy (10 m) required specific applications require better accuracy Monitoring: positions monitoring in time positions estimations for campaigns and time series analysis typically high accuracy required (10 cm -> 1 mm) GNSS provides navigation and monitoring From geodetic theory to geomatics methods

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Γεωδαισια: Earth parcelling, Greek agricultural needs The science of measuring and mapping the Earth surface (Helmert (1800) definition): 1. determination of Earth gravity field and its linear functions, 2. determination of (precise) global, regional and local three dimensional positions, 2.a. measurement and modelling of geodynamical phenomena, 2.b. kinematic positioning and navigation.

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The beginning of Geodesy Eratosthenes (276-194 BC)

First measure of the Earth radius ( 1%ε ≈ ) Angles by Sun observations directions and distance on Earth surface by camel travel time!

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Physical geodesy Geoid: an assigned equipotential surface of the Earth gravity potential Geoid undulation (N): the height of the geoid wrt an assigned 'simple' surface (ellipsoid)

Geoid undulation knowledge allows the conversion from ellipsoidal (h) to orthometric (H) heights

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Geoid undulation is known with accuracy of few cm at the global scale

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Positioning (our main interest) In the past (traditional): observations to the stars, terrestrial angles and distances measurements (topographic surveys) At the present: terrestrial surveys + GNSS observations

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GNSS (Global Navigation Satellites Systems) Several constellations of artificial satellites around the Earth A receiver observes signal travel times from all the in-view satellites The satellites positions are known from ephemerides The travel times are converted to distances (d=cT) The observations are used to estimate the receiver position

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Estimation principle 1 distance from 1 satellite

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2 distances from 2 satellites

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3 distances from 3 satellites

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Measurement problems and errors Synchronization of satellites and receiver clocks Atmospheric delays Observation (electronic) noises Integer fixing è Different classes (cost) of receivers and data processing algorithms è Different classes of positioning accuracy

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The spatial scale Global A constellation allows positioning everywhere at every time on the Earth Regional A constellation allows positioning in limited regions of the Earth

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The constellations GPS, USA, www.gps.gov first project in '60, development started '70 fully operating from 1995 GLONASS, Russia, www.glonass-iac.ru/en/ first project and development in '70 (USSR) economical crisis and partial dismission from '90 to 2000 fully operating from 2011

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The constellations BEIDOU/Compass, Cina, en.beidou.gov.cn first project in the '80, regional (Asia) coverage from 2011 a second project for a global coverage forseen for 2020 GALILEO, European Community, www.gsa.europa.eu first project in the '90, slowered from 2000 to 2010 4 experimental satellites in orbit

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Real time GNSS autonomous navigation ≈ 5-10 m accurate

Instrumental cost: ≅ 50-500 €

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Applications people, cars, boats, trains, planes,...: guidance and control Applications Industrial: route optimization, real time overview,.. Public security: critical transports, car/trucks theft,... Assistive technologies Recreational: hiking, sailing,...

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Relative kinematic and fast static positioning A reference and a rover GPS stations observe range differences: the rover position can be estimated with accuracies in the range 2-5 cm – 1-2 m.

Instrumental cost: ≅ 500 - 10000 € (for the rover)

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Accurate navigation applications Instrumental cost: ≅ 500-2000 € Accuracies better than 1 m Applications cars, boats, trains, planes guidance and control in critical areas (construction sites, railways stations, airports, ...) assistive technologies others: sport performance monitoring, ...

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Real Time kinematic: cadastral and cartographic surveying Instrumental cost: ≅ 5000 - 10000 € Required accuracies: 2-3 cm

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Post-processed static surveys: geodetic monitoring Instrumental cost: ≅ 10000 € for each receiver required accuracies better than few centimeters Local networks for structures / landslides / ... control Regional permanent networks for local geodynamics Global permanent networks for global geodynamics

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SLOMOVE (www.slomove.eu) experiment for landslide monitoring

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Permanent Networks A network of GPS stations continuously operating and observing range differences: accuracies up to some mm.

Instrumental cost: ≅ 15000 - 20000 € for each station

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Post-processed time series: movements ...

A four year time series for a station...

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Global network for the determination of the Earth shape and its movements in time

Estimated velocities of ITRF permanent stations

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Survey type Notes Accuracy Absolute kinematic in real time

According to the receiver types and new signals availability

From 10 m to 1 m

Absolute static in real time

Still a research topic 10 cm

Relative kinematic in real time or post processing

According to the receiver type and the distance between reference and rover

From 1 m to 2-5 cm

Static relative and post processing

By very long surveys Better than 1 cm

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Needed tools

Reference systems and frames

Statistics for navigation and monitoring

GNSS Satellites systems Signal propagation

Observations equations Point positioning

Relative positioning Geodetic post-processing

Networks adjustment Real Time Kinematic

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Course structure

Lectures: 38 Hours

All the above topics!

Exercises: 12 Hours Laboratory: 12 Hours

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Exercises

Reference frames transformations Coordinates transformations

Kalman filtering Leveling network adjustment

Integer (cycle slip / ambiguities) fixing Geodetic network simulation and adjustment

Analysis of coordinates time series

Laboratories (3 slots of 4 hours)

Static and RTK Survey Data post processing Network adjustment

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Slides and teaching material http://geomatica.como.polimi.it

(course webpage under the courses link)

Time schedule and practical details See monthly timetable (course webpage)

Exam

written reports on exercises/laboratory + oral examination

Professor: Ludovico Biagi, [email protected], office V2.9, 031/3327562.

Consulting hours: Tuesday, after the lecture