1 Ionospheric Tomography Using Faraday Rotation of Automatic Dependant Surveillance Broadcast (ADS-B) Signals Alex Cushley and Jean-Marc Noël. Royal Military.

Slides:



Advertisements
Similar presentations
An Image Filtering Technique for SPIDER Visible Tomography N. Fonnesu M. Agostini, M. Brombin, R.Pasqualotto, G.Serianni 3rd PhD Event- York- 24th-26th.
Advertisements

Modelling complexity in the upper atmosphere using GPS data Chris Budd, Cathryn Mitchell, Paul Spencer Bath Institute for Complex Systems, University of.
Near real time assessment of the Space Weather effect on navigation based on the DGPS technique S.Lejeune, R.Warnant, A. Barré, M. Bavier Royal Observatory.
G P S G P S T E C E. Yizengaw, P.L. Dyson & E. A. Essex
Light Waves and Polarization Xavier Fernando Ryerson Communications Lab
Chapter 3 – Radio Phenomena
HF management communication system and link optimization Bruno Zolesi. Istituto Nazionale di Geofisica e Vulcanologia.
CELLULAR COMMUNICATIONS 2. Radio Wave Propagation.
EMLAB 1 Introduction to electromagnetics. EMLAB 2 Electromagnetic phenomena The globe lights up due to the work done by electric current (moving charges).
Electromagnetic Waves
Chapter Fifteen: Radio-Wave Propagation
Using a DPS as a Coherent Scatter HF Radar Lindsay Magnus Lee-Anne McKinnell Hermanus Magnetic Observatory Hermanus, South Africa.
Polarization of Light Waves
Plasmas in Space: From the Surface of the Sun to the Orbit of the Earth Steven R. Spangler, University of Iowa Division of Plasma Physics, American Physical.
TRMM Tropical Rainfall Measurement (Mission). Why TRMM? n Tropical Rainfall Measuring Mission (TRMM) is a joint US-Japan study initiated in 1997 to study.
Paul T.M. Loto’aniu 1,2 and H.J. Singer 1 NOAA Space Environment Center 1 CIRES, University of Colorado 2 Paul T.M. Loto’aniu 1,2 and H.J. Singer 1 NOAA.
Chapter 4 Waves in Plasmas 4.1 Representation of Waves 4.2 Group velocity 4.3 Plasma Oscillations 4.4 Electron Plasma Waves 4.5 Sound Waves 4.6 Ion Waves.
Sensitivity kernels for finite-frequency signals: Applications in migration velocity updating and tomography Xiao-Bi Xie University of California at Santa.
Aspects of Conditional Simulation and estimation of hydraulic conductivity in coastal aquifers" Luit Jan Slooten.
Modelling the Thermosphere-Ionosphere Response to Space Weather Effects: the Problem with the Inputs Alan Aylward, George Millward, Alex Lotinga Atmospheric.
Auroral dynamics EISCAT Svalbard Radar: field-aligned beam  complicated spatial structure (
Modeling Generation and Nonlinear Evolution of VLF Waves for Space Applications W.A. Scales Center of Space Science and Engineering Research Virginia Tech.
Chapter 22: Electromagnetic Waves
Abstract Since the ionosphere is the interface between the Earth and space environments and impacts radio, television and satellite communication, it is.
Space Weather influence on satellite based navigation and precise positioning R. Warnant, S. Lejeune, M. Bavier Royal Observatory of Belgium Avenue Circulaire,
Anomalous Ionospheric Profiles Association of Anomalous Profiles and Magnetic Fields The Effects of Solar Flares on Earth and Mars.
Satellite observation systems and reference systems (ae4-e01) Signal Propagation E. Schrama.
Detection of Emerging Sunspot Regions in the Solar Interior Stathis Ilonidis, Junwei Zhao, and Alexander Kosovichev Stanford University LoHCo Workshop.
TEC and its Uncertainty Ludger Scherliess Center for Atmospheric and Space Sciences Utah State University GEM Mini-Workshop San Francisco December 2014.
Electromagnetic Wave Theory
Introduction to Longitudinal Phase Space Tomography Duncan Scott.
EE3321 ELECTROMAGNETIC FIELD THEORY
Principles of the Global Positioning System Lecture 16 Prof. Thomas Herring Room A;
Geospace Variability through the Solar Cycle John Foster MIT Haystack Observatory.
Marsis Ground Processing Overview and Data Analysis Approach M. Cartacci, A. Cicchetti, R. Noschese, S. Giuppi Madrid
What coronal parameters determine solar wind speed? M. Kojima, M. Tokumaru, K. Fujiki, H. Itoh and T. Murakami Solar-Terrestrial Environment Laboratory,
Modern Navigation Thomas Herring MW 11:00-12:30 Room
Kick off meeting, swarm E2E study, nio #1 8-Sep-15 Development Approach Task 1: Industrial Module –to be used by industry for their system simulation –Output:
Chapter 9 Electromagnetic Waves. 9.2 ELECTROMAGNETIC WAVES.
Numerical simulations are used to explore the interaction between solar coronal mass ejections (CMEs) and the structured, ambient global solar wind flow.
ECE 8443 – Pattern Recognition ECE 8423 – Adaptive Signal Processing Objectives: Introduction SNR Gain Patterns Beam Steering Shading Resources: Wiki:
1 ECE 480 Wireless Systems Lecture 3 Propagation and Modulation of RF Waves.
EM propagation paths 1/17/12. Introduction Motivation: For all remote sensing instruments, an understanding of propagation is necessary to properly interpret.
GPS derived TEC Measurements for Plasmaspheric Studies: A Tutorial and Recent Results Mark Moldwin LD Zhang, G. Hajj, I. Harris, T. Mannucci, X. PI.
Remote Radio Sounding Science For JIMO J. L. Green, B. W. Reinisch, P. Song, S. F. Fung, R. F. Benson, W. W. L. Taylor, J. F. Cooper, L. Garcia, D. Gallagher,
EGU General Assembly 2013, 7 – 12 April 2013, Vienna, Austria This study: is pioneer in modeling the upper atmosphere, using space geodetic techniques,
EM waves are periodic changes of electric and magnetic fields in space and time. EM waves is transverse waves.
GISMO Simulation Study Objective Key instrument and geometry parameters Surface and base DEMs Ice mass reflection and refraction modeling Algorithms used.
Sub-ionospheric Point hmhm Ionosphere Earth Surface Ionospheric Piercing Point High Resolution GPS-TEC Gradients in the Northern Hemisphere Ionospheric.
An Efficient Propagation Simulator for High Frequency Signals And Results from HF radar experiment Kin Shing Bobby Yau Supervisors: Dr. Chris Coleman &
Joint International GRACE Science Team Meeting and DFG SPP 1257 Symposium, Oct. 2007, GFZ Potsdam Folie 1 Retrieval of electron density profiles.
Interference in Thin Films, final
Electromagnetic Waves and Their Propagation Through the Atmosphere
Doc.: IEEE /0431r0 Submission April 2009 Alexander Maltsev, Intel CorporationSlide 1 Polarization Model for 60 GHz Date: Authors:
VARIABILITY OF TOTAL ELECTRON CONTENT AT EUROPEAN LATITUDES A. Krankowski(1), L. W. Baran(1), W. Kosek (2), I. I. Shagimuratov(3), M. Kalarus (2) (1) Institute.
ELECTRONIC COMMUNICATIONS A SYSTEMS APPROACH CHAPTER Copyright © 2014 by Pearson Education, Inc. All Rights Reserved Electronic Communications: A Systems.
Methods for describing the field of ionospheric waves and spatial signal processing in the diagnosis of inhomogeneous ionosphere Mikhail V. Tinin Irkutsk.
-1- Coronal Faraday Rotation of Occulted Radio Signals M. K. Bird Argelander-Institut für Astronomie, Universität Bonn International Colloquium on Scattering.
1 Satellite geodesy (ge-2112) Processing of observations E. Schrama.
Satellites Storm “Since the early 1960s, virtually all areas of the atmospheric sciences have been revolutionized by the development and application of.
0 7th ESWW, Bruges, Ionospheric Scintillations Propagation Model Y. Béniguel, J-P Adam IEEA, Courbevoie, France.
© Copyright QinetiQ limited 2006 On the application of meteorological data assimilation techniques to radio occultation measurements of.
 A system of satellites, ground monitoring stations, and receivers that determine your exact location at or above Earth’s surface.  Global Positioning.
The 3rd Swarm Science Meeting, June 2014, Copenhagen, Denmark
Visit for more Learning Resources
S. Datta-Barua, Illinois Institute of Technology G. S. Bust, JHUAPL
Radio Coverage Prediction in Picocell Indoor Networks
Lecture 14 : Electromagnetic Waves
NİŞANTAŞI ÜNİVERSİTESİ
Reporter: Wenkai Cui Institution: Tsinghua University Date:
Presentation transcript:

1 Ionospheric Tomography Using Faraday Rotation of Automatic Dependant Surveillance Broadcast (ADS-B) Signals Alex Cushley and Jean-Marc Noël. Royal Military College of Canada (RMCC), Kingston, ON (alex.cushley@rmc.ca) 1 1 “If only three percent of flights were equipped with ADS-B and were able to alter their speed and altitude in a manner to increase efficiency, 2.7 million litres of fuel, and emittance of approximately 7200 tons of greenhouse gases would be saved annually.” -Rudy Kellar, Navigation Canada Vice President of Operations Abstract The proposed launch of a satellite carrying the first space-borne ADS-B receiver by the Royal Military College of Canada (RMCC) will create a unique opportunity to study the modification of the 1090 Mhz radio waves following propagation through the ionosphere from the transmitting aircraft to the passive satellite receiver(s). Experimental work is described which successfully demonstrated that ADS-B data can be used to reconstruct two dimensional (2D) electron density maps of the ionosphere using techniques from computerized tomography. Ray-tracing techniques are used to determine the characteristics of individual waves, including the wave path and the state of polarization at the satellite receiver. The modelled Faraday rotation (FR) is determined and converted to total electron content (TEC) along the ray-paths. The resulting TEC is used as input for computerized ionospheric tomography (CIT) using algebraic reconstruction technique (ART). This study concentrated on meso-scale structures 100–1000 km in horizontal extent. The primary scientific interest of this thesis was to show the feasibility of a new method to image the ionosphere and obtain a better understanding of magneto-ionic wave propagation. Introduction The 1090 MHz ADS-B signal was proposed in support of research conducted in space mission analysis and design at RMCC pioneering the use of ADS-B in space due to its global adoption as the standard mode of ADS-B, especially for larger aircraft [1]. Moreover for this research the ADS-B signal was selected for several other reasons: this frequency allows for robust operational communications yet measurable perturbation due to ionospheric effects, the spatially dense dataset that was estimated by the geometry between multiple transmitting aircraft and the passive satellite receiver(s), and to support the expedition of an operational ADS-B constellation. As electromagnetic (EM) waves propagate through the electrically charged ionosphere in the near-Earth space environment they are modulated and can provide an exceptional opportunity to model the medium through which they have passed. Modelling the electron density of Earth’s ionosphere (and plasmasphere) in general is essential in determining the state of ionospheric activity. This information can be used to correct for propagation delays in satellite communications, predicting space weather, and ionospheric disturbances due to geomagnetic storms and solar flares [2]. The primary benefit of ADS-B is to improve flight safety and efficiency providing timely, cost-effective wide-area surveillance over the Hudson Bay region, with the eventual expansion to global real-time air-traffic control (ATC). Since the scientific model presented in this thesis cannot be used until the concept demonstrator or the dedicated ADS-B satellite is in orbit, the primary objective is to support the immediate use of ADS-B ATC from space. The motivation for this study is to investigate the potential exploitation of ADS-B operational data to contribute to current methods of ionospheric electron density mapping, primarily at high latitudes and oceanic regions. In order to characterize the ionospheric electron content under different geometric, geomagnetic and solar conditions, this research combines knowledge extracted from EM-wave propagation theory, ionospheric electron density and geomagnetic models, to produce independent static data of the wave properties received at the satellite receiver. Objectives The primary objective of this research is to investigate the feasibility of 2D ionospheric electron density profile reconstruction using ADS-B signals received aboard a proposed satellite. This research sets out to demonstrate the dual purpose of a single payload for improving air traffic management and for scientific observation of the ionosphere. The topic of ionospheric modelling within the scope of ADS-B has not been explored prior to this work. Previously, ADS-B research was oriented towards the feasibility of the signal for operational communications, not the potential secondary scientific benefits, which is the focus of this investigation. Methodology Faraday Rotation: An EM-wave propagating through a magnetised plasma decomposes into two propagation modes which have different indices of refraction and polarizations due to the external magnetic field. The two modes are called the ordinary and extraordinary modes or O-mode and X-mode respectively. The refractive index for each mode, when tool to prioritize other instrument campaigns (eg, Incoherent Scatter Radar). The final reconstruction used a quiet profile a priori guess to refine the altitude distribution of the features. Input electron density profile to ray-trace. Reconstruction without a priori guess. Reconstruction with quiet a priori guess. Conclusion CIT with ADS-B data is feasible Important ionospheric features of latitudinal scales 25-2000 km detected In-situ a priori data required to improve vertical resolution, and calibrate units; Minimum data density for reconstruction must be greater than 23.4 rays/degree latitude. Future Work Extend to 3D; Parallel processing; LAUNCH (sensor calibration, noise & filters) In-situ a priori data injection from another source Methods of interpolation, forming geometry matrix, algorithm optimization; Automation and GUI. Constellation (Iridium NEXT) collisions between neutral and charged particles is neglected, is given by the Appleton-Hartree equation [3] [4]: where X is the squared ratio of plasma frequency ωp to radio wave frequency ω , and Y is the ratio of gyrofrequency ωc to ω . The refractive index for the two modes is determined by the positive (O-mode) and negative (X-mode) sign of the denominator. Since the two modes have different refractive indices, the phase velocities will be different for each mode of propagation. The net imbalance in the phase velocity causes a change in the orientation angle of the polarization ellipse, known as FR. The magnitude of the rotation is dependent on the integrated product of the electron density ne (l) in the ray-path or plasma column, the strength of the parallel component of the magnetic field bz (l) , and the inversely proportionate to the square of frequency of the carrier [5]. where e is the charge of an electron, c is the speed of light in a vacuum, m is the mass of an electron, and ε0is the vacuum permittivity. The TEC along the path or within the plasma column of unit cross-section is given by: FR as a function of TEC and carrier frequency Ray-tracing: Since there currently is no space-based receiver from which to obtain data, ray-tracing techniques using various input electron density profiles, over different geometries, was used to determine the characteristics of the wave, including the wave path and the full polarization state, at the position of the satellite receiver [5]. For this investigation of ADS-B CIT, the ionospheric electron density profile was generated using IRI. An enhancement or cavity of any size and magnitude was added to create a 2D electron density profile. IRI Generated Electron Density Profile During Quiet Conditions Ray-tracing has shown that FR measurements of the received signals are detectable and can yield the TEC along the ray paths [6]. The program was used to generate TEC outputs from rays that passed from given locations, at a given elevation angle through the input 2D ne–profile to a given satellite location. The TEC and ray-path geometry are used to reconstruct the electron density profile through which they propagate. The reconstructed TEC maps are compared to the input profiles to evaluate the capability of the CIT method using ADS-B signal data. Ray density for modelled output. Top; modelled set-up showing one tenth of the rays for 3-4 minute duration from three aircraft transmitters to a single satellite throughout its pass. Bottom; fan beam sampling for arc (left) or line (right) geometry. Adapted from MATLAB CIT Reconstruction: Since Austen et al. [1986] proposed the possibility of satellite radio tomography, also known as CIT, the study of detailed features of the ionosphere and plasmasphere have become possible by means of tomographic reconstruction. The most noteworthy pixel-based method is ART. Most other pixel-based methods are inferred from the ART algorithm [8]. ART can be viewed as the ill-posed linear algebraic problem; Or where STEC is a vector of TEC measurements, N is the vector of unknown pixel values, and D is the geometry matrix, which relates the relates the contribution of pixel nj to the measure value STECi. Written in expanded form as a system of linear equations for which the unknown x must be solved. After each iteration, the pixel densities were modified to allow the projection through the pixels (DN) to approach the measured projection (STEC). ART converges relatively quickly, in an iterative fashion, and can use an initial guess or a priori estimate. Results Numerous datasets were analyzed in depth. The following illustrates the input electron density profile to the ray-trace program, used to generate FR measurements and TEC along various ray-paths. The data was reconstructed using only the STEC measurements, and the end-points of the path (theoretically obtained from GPS on satellite and aircraft). This reconstruction illustrated the feasibility for CIT using ADS-B data to analyze qualitative phenomena over time, and act as a [1] Tremblay et al. 2009 [2] Jin et al., 2006 [3] Appleton and Builder , 1933 [4] Hartree, 1929 [5] Gillies, 2007 [6] Gurnett and Bhattacharjee, 2005 [7] Austen et al. 1986 [8] Choi et al., 2006