Three Viable Options for a New Australian Vertical Datum
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The Ausgeoid09 Model of the Australian Height Datum
J Geod (2011) 85:133–150 DOI 10.1007/s00190-010-0422-2 ORIGINAL ARTICLE The AUSGeoid09 model of the Australian Height Datum W. E. Featherstone · J. F. Kirby · C. Hirt · M. S. Filmer · S. J. Claessens · N. J. Brown · G. Hu · G. M. Johnston Received: 7 June 2010 / Accepted: 15 October 2010 / Published online: 19 November 2010 © The Author(s) 2010. This article is published with open access at Springerlink.com Abstract AUSGeoid09 is the new Australia-wide gravi- Australia, it is necessary to provide GNSS users with metric quasigeoid model that has been a posteriori fitted effective means of recovering AHD heights. The gravi- to the Australian Height Datum (AHD) so as to provide a metric component of the quasigeoid model was computed product that is practically useful for the more direct deter- using a hybrid of the remove-compute-restore technique mination of AHD heights from Global Navigation Satel- with a degree-40 deterministically modified kernel over a lite Systems (GNSS). This approach is necessary because one-degree spherical cap, which is superior to the remove- the AHD is predominantly a third-order vertical datum that compute-restore technique alone in Australia (with or without contains a ∼1 m north-south tilt and ∼0.5 m regional distor- a cap). This is because the modified kernel and cap com- tions with respect to the quasigeoid, meaning that GNSS- bine to filter long-wavelength errors from the terrestrial gravimetric-quasigeoid and AHD heights are inconsistent. gravity anomalies. The zero-tide EGM2008 global gravi- Because the AHD remains the official vertical datum in tational model to degree 2,190 was used as the reference field. -
Understanding Ellipsoid Heights Vs AHD Heights
DATUM MATTERS Understanding Ellipsoid Heights vs AHD Heights This information may assist in understanding ellipsoid heights from GNSS versus AHD heights in the context of GDA94 and GDA2020 when transforming a dataset from a current datum to GDA2020. AHD and ellipsoidal heights Heights in Australia are often referenced to the Australian Height Datum (AHD) because it gives a standard way of expressing heights above Mean Sea Level, which is important for issues such as drainage and flooding. However, Global Navigation Satellite Systems (GNSS) heights are measured relative to a purely mathematical surface known as the ellipsoid. It is therefore often necessary to convert ellipsoidal heights to AHD heights (or vice versa) using a so-called geoid model. The relationship between these various types of heights are shown in the Figure 1. Figure 1: Ellipsoid vs AHD Heights (H = AHD, h = ellipsoidal height and N = geoid ellipsoid separation) Which Geoid model? In Australia, the geoid model used to convert a GDA94 ellipsoidal height to an AHD height is AUSGeoid09. It is also important to note that GDA94 was established using the International Terrestrial Reference Frame 1992 (ITRF92). With the introduction of GDA2020, there are changes to the way ellipsoidal and AHD heights should be related. GDA2020 is based on a new version of the International Terrestrial Reference Frame, ITRF2014. Improvements in our knowledge of the centre of mass of the earth, between ITRF92 and Page | 1 ITRF2014, means that an ellipsoidal height based on GDA2020 is approximately 9cm lower than one based on GDA94 (Figure 2). GDA94 GDA2020 Figure 2: A difference between an ellipsoidal height based on GDA2020 and GDA94 is approximately 9 cm. -
Refraction Correction in Precise Leveling Observations for National Leveling Network First Order
Geodesy and Cartography ISSN 2029-6991 / eISSN 2029-7009 2020 Volume 46 Issue 4: 159–162 https://doi.org/10.3846/gac.2020.11555 UDC 528.375 REFRACTION CORRECTION IN PRECISE LEVELING OBSERVATIONS FOR NATIONAL LEVELING NETWORK FIRST ORDER Nikolay DIMITROV *, Ivan GEORGIEV, Petar DANCHEV National Institute of Geophysics, Geodesy and Geography, Bulgarian Academy of Sciences, Sofia, Bulgaria Received 18 November 2019; accepted 05 December 2020 Abstract. The paper deals with some problems when applying a correction to reduce the effect of vertical refraction in pre- cise leveling observation. An example for calculating the refraction correction for one first order leveling line with length of 109 km in Bulgaria is given. Comparison between the obtained errors before and after applying refraction correction has been made. The results show that is important to measure the temperatures simultaneously with the leveling by aspiration thermometer with an accuracy of ±0.1 °C. It is recommended to make experimental research and to adopt appropriate for Bulgaria model for taking into account the influence of vertical refraction. Keywords: precise leveling, atmospheric refraction, national leveling network, leveling line, refraction correction, air tem- perature gradient. Introduction 1. Theoretical background Atmospheric refraction is the deflection of light or other The refraction correction for geodetic leveling must be electromagnetic waves from the straight line due to the applied to each single set-up (Kukkamäki, 1939) and is change in air density as a function of the height above given by: 2 the ground. Refraction is due to a reduction in the speed R=−×2 10−6 AS( / 50) ∆ t∆ h, (1) of light as the air layer density increases. -
A Re-Evaluation of the Offset in the Australian Height Datum Between
Marine Geodesy [submitted] 1 A re-evaluation of the offset in the Australian Height 2 Datum between mainland Australia and Tasmania 3 4 M.S. FILMER AND W.E. FEATHERSTONE 5 6 Mick Filmer (corresponding author) 7 Western Australian Centre for Geodesy & The Institute for Geoscience Research, 8 Curtin University of Technology, GPO Box U1987, Perth, WA 6845, Australia 9 Telephone: +61-8-9266-2218 10 Fax: +61-8-9266-2703 11 Email: [email protected] 12 13 Will Featherstone 14 Western Australian Centre for Geodesy & The Institute for Geoscience Research, 15 Curtin University of Technology, GPO Box U1987, Perth, WA 6845, Australia 16 Telephone: +61-8-9266-2734 17 Fax: +61-8-9266-2703 18 Email: [email protected] 19 20 1 Marine Geodesy [submitted] 21 The adoption of local mean sea level (MSL) at multiple tide-gauges as a zero reference level for the 22 Australian Height Datum (AHD) has resulted in a spatially variable offset between the geoid and the 23 AHD. This is caused primarily by sea surface topography (SSTop), which has also resulted in the 24 AHD on the mainland being offset vertically from the AHD on the island of Tasmania. Errors in MSL 25 observations at the 32 tide-gauges used in the AHD and the temporal bias caused by MSL 26 observations over different time epochs also contribute to the offset, which previous studies estimate 27 to be between ~+100 mm and ~+400 mm (AHD on the mainland above the AHD on Tasmania). This 28 study uses five SSTop models (SSTMs), as well as GNSS and two gravimetric quasigeoid models, at 29 tide-gauges/tide-gauge benchmarks to re-estimate the AHD offset, with the re-evaluated offset 30 between -61 mm and +48 mm. -
Next Generation Height Reference Frame
NEXT GENERATION HEIGHT REFERENCE FRAME PART 1/3: EXECUTIVE SUMMARY Nicholas Brown, Geoscience Australia Jack McCubbine, Geoscience Australia Will Featherstone, Curtin University 0 <Insert Report Title> Motivation Within five years everyone in Australia will have the capacity to position themselves at the sub-decimetre level using mobile Global Navigation Satellite Systems (GNSS) technology augmented with corrections delivered either over the internet or via satellite. This growth in technology will provide efficient and accurate positioning for industrial, environmental and scientific applications. The Geocentric Datum of Australia 2020 (GDA2020) was introduced in 2017 in recognition of the increasing reliance and accuracy of positioning from GNSS. GDA2020 is free of many of the biases and distortions associated with Geocentric Datum of Australia 1994 (GDA94) and aligns the datum to the global reference frame in which GNSS natively operate. For all the benefits of GDA2020, it only provides accurate heights relative to the ellipsoid. Ellipsoidal heights do not take into account changes in Earth’s gravitational potential and therefore cannot be used to predict the direction of fluid flow. For this reason, Australia has a physical height datum, known as the Australian Height Datum (AHD) coupled with a model known as AUSGeoid to convert ellipsoidal heights from GNSS to AHD heights. The Australian Height Datum (Roelse et al., 1971) is Australia’s first and only national height datum. It was adopted by the National Mapping Council in 1971. Although it is still fit for purpose for many applications, it has a number of biases and distortions which make it unacceptable for some industrial, scientific and environmental activities. -
Contrastive Analysis of English and Polish Surveying Terminology
Contrastive Analysis of English and Polish Surveying Terminology Contrastive Analysis of English and Polish Surveying Terminology By Ewelina Kwiatek Contrastive Analysis of English and Polish Surveying Terminology, by Ewelina Kwiatek This book first published 2013 Cambridge Scholars Publishing 12 Back Chapman Street, Newcastle upon Tyne, NE6 2XX, UK British Library Cataloguing in Publication Data A catalogue record for this book is available from the British Library Copyright © 2013 by Ewelina Kwiatek All rights for this book reserved. No part of this book may be reproduced, stored in a retrieval system, or transmitted, in any form or by any means, electronic, mechanical, photocopying, recording or otherwise, without the prior permission of the copyright owner. ISBN (10): 1-4438-4410-1, ISBN (13): 978-1-4438-4410-9 TABLE OF CONTENTS List of Illustrations ................................................................................... viii List of Tables............................................................................................... x Preface....................................................................................................... xii Introduction .............................................................................................. xiii Chapter One................................................................................................. 1 Creating a Termbase for Surveying Terminology 1.1 Theoretical backgrounds 1.1.1 The mainstream approach 1.1.2 Sociocognitive approach 1.1.3 FrameNet 1.1.4 -
Investigation of Refraction in the Low Atmosphere
INVESTIGATION OF REFRACTION IN THE LOW ATMOSPHERE By K. HORV_,\.TH Department of Survey. Technical university. Budapest (Received Alay 29, 1969) Presented by Ass. Prof. Dr. F. SAHKOZY 1. Significance of the refraCtion in surveying Light crosses vacuum and media of con:3tant (homogeneous) physical state in a straight line, hut in the free atmo:3phere the propagation of light is perccptibly influenced by temperature. humidity. pressure and carbon dioxide content of the air. Exploration of the atmosphere became necessary for the theoretical and practical geodesy to achieve a higher precision. In the course of centuries, instruments and methods of surveying made a remarkable advance. Theoreti cal and technical conditions of a high precision seemed to he assured, but the a:3sumption made on thc ambieucy of measurements i. e., on the free atmo sphere, differed from reality. The atmosphere envelops the earth in strata of different densities. in first approximation in the form of concentric spherical shells. Optical propertip,. of the strata of air of different densities, and thereby refractive indexes are al"o different. According to the known optical law-, the light beam passing from a medium of a smaller refractive index to a medium of a greater one is dcflected towards the normal to the interfacc, and inversely. The free atmosphere is, however, not composed of spherical shells of different densities but the physical factors affecting the refractive index arc changing continuously and thus, the light beam follows a curvilinear path_ In geodesy, the path of propagation of the light is referred to as refraction curve, whilst the angle between the rectilinear propagation and the real path of light is called the angle of refraction; the ratio of the radius of earth assumed to be spherical to that of the refraction curve a:3snmed to be a circular arc. -
NOAA Technical Memorandum NOS NGS 34 CORRECTIONS APPLIED
NOAA Technical Memorandum NOS NGS 34 CORRECTIONS APPLIED BY THE NATIONAL GEODETIC SURVEY TO PRECISE LEVELING OBSERVATIONS Rockville , Md. June 1982 U.S. DEPARTMENT OF National Oceanic and National Ocean COMMERCE Atmospheric Administration I Survey NOAA Technical Memorandum NOS NGS 34 CORRECTIONS APPLIED BY THE NATIONAL GEODETIC SURVEY TO PRECISE LEVELING OBSERVATIONS Emery I. Balazs Gary M. Young National Geodetic Survey Rockville , Md. June 1982 UNITED STATES Nat~onalOcean~c and Nal~onalOcean DEPARTMENT OF COMMERCE Atrnosphenc Adrn~n~stratmn Survey Malcolm Baldr~ge.Secretary John V Byrne Adrn~n~stralor Herbert R Llppold Jr D~rector CONTENTS Abstract ................................................................... 1 Introduction .............................................................. 1 Rod scale correction based on the calibration of several rod graduations ......................................................... 2 Rod scale correction based on the calibration of all rod graduations............................................................. 3 Rod temperature correction................................................ 3 Level collimation correction....................................... 4 Refraction correction.................................................. 5 Astronomic correction................................................. 6 Orthometric correction.................................................... 8 Height systems ............................................................ 9 Acknowledgments .......................................................... -
Corrective Surface for GPS-Levelling in Moldova
Corrective Surface for GPS-levelling in Moldova Uliana Danila Master’s of Science Thesis in Geodesy TRITA-GIT EX 06-001 Geodesy Report No. 3089 Royal Institute of Technology (KTH) School of Architecture and the Built Environment 100 44 Stockholm, Sweden January 2006 Acknowledgements I would like to express my sincerest gratitude to my supervisor Professor Lars E. Sjöberg, for his guidance throughout my thesis study. His encouragement and advice are greatly appreciated. I thank to Dr. Huaan Fan for introducing me to the subject of physical geodesy and Ph.D. Ramin Kiahmer is also acknowledged for answering various questions throughout my study. The Institute of Geodesy, Technical Research and Cadastre from Moldova is gratefully acknowledged for making the data available. My Master’s of Science studies at KTH have been financed by the Tempus project (nr: JEP-24243-2004) conducted jointly by KTH and Technical University of Moldova. This support is cordially acknowledged. ii Abstract The main objective of this thesis is the construction of a corrective surface in the Moldova area for further conversion of the geodetic heights into normal heights. For this purpose a detailed analysis of the optimal combination of heterogeneous height data is presented, with particular emphasis on (i) modeling systematic errors and datum inconsistencies, (ii) separation of random errors and estimation of variance components for each height type, and (iii) practical considerations for modernizing vertical control systems. Although the theoretical relationship between geodetic, normal heights and height anomalies is simple in nature, its practical implementation has proven to be quite challenging due to numerous factors that cause discrepancies among the combined height data. -
Validation of the Ausgeoid98 Model in Western Australia Using Historic Astrogeodetically Observed Deviations of the Vertical
Journal of the Royal Society of Western Australia, 90: 143–150, 2007 Validation of the AUSGeoid98 model in Western Australia using historic astrogeodetically observed deviations of the vertical W E Featherstone1 & L Morgan2 1Western Australian Centre for Geodesy & The Institute for Geoscience Research, Curtin University of Technology, GPO Box U1987, Perth WA 6845 [email protected] 2Landgate (formerly the Department of Land Information), PO Box 2222, Midland, WA 6936 [email protected] Manuscript received March 2007; accepted May 2007 Abstract AUSGeoid98 is the national standard quasigeoid model of Australia, which is accompanied by a grid of vertical deviations (angular differences between the Earth’s gravity vector and the surface- normal to the reference ellipsoid). Conventionally, co-located Global Positioning System (GPS) and spirit-levelling data have been used to assess the precision of quasigeoid models. Here, we instead use a totally independent set of 435 vertical deviations, observed at astrogeodetic stations across Western Australia before 1966, to assess the AUSGeoid98 gravimetrically modelled vertical deviations. This point-wise comparison shows that (after three-sigma rejection of 15 outliers) AUSGeoid98 can deliver vertical deviations with a precision (standard deviation) of around one arc-second, which is generally adequate for the reduction of current terrestrial-geodetic survey data in this State. Keywords: geodesy, vertical deviations, quasigeoid, geodetic surveying, geodetic astronomy Introduction terrestrial-geodetic survey data to the reference ellipsoid (Featherstone & Rüeger 2000) Gravimetric quasigeoid models are commonly validated on land using co-located Global Positioning Vertical deviations can either be observed geodetically System (GPS) and spirit-levelling data (e.g., Featherstone or computed from gravity data. -
Print Layout 1
InformationSea-Level Paper Change Around Tasmania Sea-Level Change Around Tasmania Edition 1, May 2004 Background Sea-level measurements based on an early colonial tide gauge at Port Arthur suggest an average rate of sea-level This Information Paper has been prepared by the Sea rise of 0.8 mm/year ± 0.2 mm/year relative to the land Level Reference Group, a committee convened by the in south-eastern Tasmania during the period 1841 to Department of Primary Industries, Water and 2002.3 This represents a lower rate than that observed Environment. elsewhere in the Australia/New Zealand region. However, historical data from other sites does tend to indicate that For this Information Paper, the Antarctic Climate and the rate of sea-level rise increased during the late Ecosystems Cooperative Research Centre, the Centre for nineteenth century.3,4 Should this also be the case for Spatial Information Science, CSIRO Marine Research and Tasmanian sea levels, then the rate of sea-level rise the Department of Primary Industries, Water and during the twentieth century would be similar to the 1 to Environment have provided scientific expertise in 2 mm/year rates evident elsewhere in the region. relation to sea-level rise in Tasmania. An alternative estimate of sea-level rise for Tasmania may This paper is intended to be a concise, non-technical be derived from the local sea-level datum. The Tasmanian summary of the state of scientific knowledge concerning State Datum was adopted in the mid-1940s and was sea-level change in Tasmania during the period 1841 to based on mean sea level in Hobart during the period 2004, but also provides projections to 2100. -
Next Generation Height Reference Frame
NEXT GENERATION HEIGHT REFERENCE FRAME PART 2/3: USER REQUIREMENTS Nicholas Brown, Geoscience Australia Nicholas Bollard, RMIT University Jack McCubbine, Geoscience Australia Will Featherstone, Curtin University 0 <Insert Report Title> Document Control Version Status & revision notes Author Date 0.1 Initial draft Nicholas Brown 31/1/2018 0.2 Update to make it clear that the scope of the project is to Nicholas Brown 16/3/2018 assess user requirements for a height reference frame to be available alongside AHD 1.0 Incorporate feedback from User Requirements study Nicholas Brown 8/11/2018 1.1 Incorporate feedback from Jack McCubbine Nicholas Brown 20/11/2018 2.0 Review and alignment with Technical Options document Nicholas Brown 23/11/2018 and Executive Summary 2.1 Minor adjustments following review by Jack McCubbine Nicholas Brown 3/12/2018 2.2 Minor adjustments following review by Nic Gowans, Mick Nicholas Brown 17/12/2018 Filmer and Jack McCubbine 3.0 Minor corrections following a review by Phil Collier Nicholas Brown 14/2/2019 1 Next Generation Height Reference Frame Contents 1. PURPOSE AND SCOPE ............................................................................................................ 3 2. INTRODUCTION .................................................................................................................... 3 2.1 Changing world of geospatial .......................................................................................... 3 2.2 Introduction to the AHD ................................................................................................