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UNIVERSITY OF PRISHTINA Faculty of Civil Engineering and Architecture NEW GEODETIC REFERENCE FRAME NEW GEODETIC REFERENCE FRAME KOSOVAREV 01 KOSOVAREV 01 Bashkim IDRIZI Ismail KABASHI

NEW GEODETIC REFERENCE FRAME “KOSOVAREV 01”balgeos.cc.bas.bg/News/materials/Presentations/present... · 2010. 2. 11. · Ass.Prof.Dr. Bashkim IDRIZI, [email protected]

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  • UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    NEW GEODETIC REFERENCE FRAME NEW GEODETIC REFERENCE FRAME ““KOSOVAREV 01KOSOVAREV 01””

    Bashkim IDRIZIIsmail KABASHI

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Overview:Overview:Basic data of the Republic of KosovaGeodetic referent frame before year 2001KOSOVAREF 01

    KOSOVAREF 01 –

    1st

    orderObservationsLink with EUREF permanent network

    KOSOVAREF 01 –

    2nd

    order–

    Transformation parameters

    Transformation of cadastral data to KOSOVAREF01Proposal for active GNSS networkAppendix: 1st order network of points in KOSOVAREF01

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Basic data of the Republic of KosovoBasic data of the Republic of KosovoArea: 10908km2Border line:

    744km

    Municipalities: 30Cities: 30Local cadastral offices: 30Cadastral zones: 1301Cadastral parcels: ≈2milionPrivate property: 57%State property: 43%Geodetic points 1st

    order: 32

    Geodetic points 2nd

    order: 397

    PointGeographic coordinates

    φ λNorth 43º16’07.5’’

    N 20º49’01.9’’

    ESouth 41º50’50.1’’

    N 20º37’36.8’’

    EEast 42º38’48.0’’

    N 21º47’42.7’’

    EWest 42º44’10.4’’

    N 20º01’10.9’’

    ECenter 42º33’28.8’’

    N 20º54’26.8’’

    E

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Geodetic referent frame before year 2001Geodetic referent frame before year 2001Part of former Yugoslavia federationHorizontal network

    Trigonometric networks in 4 ordersUrban networks

    Vertical networkIINVT – II leveling of high accuracy

    Parameters of the coordinate system:Datum HermannskogelEllipsoid Bessel (1841)Map projection Gauss-Krüger (3°

    zones)Central meridian 21°

    EPrime meridian GreenwichPrime parallel EquatorScale factor 0.9999False easting 500000mFalse northing 0mElevation origin Mean sea level –

    Molo Sartorio, Trieste, Italy. Units Meter (m)

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    KOSOVAREF 01KOSOVAREF 01Established on year 2001 as Kosova Referent System – KOSOVAREF01Reference network of Kosova in 3 orders

    1st orders is in state level,2nd and 3rd are local networks within the municipalities and centers.

    Coordinate system has bellow parameters:Datum ETRS89Ellipsoid GRS 80Map projection Gauss-Krüger (3°

    zones)Central meridian 21°

    EPrime meridian GreenwichPrime parallel EquatorScale factor 0.9999False easting 7500000mFalse northing 0mElevation origin Mean sea level –

    Molo Sartorio, Trieste, Italy. Units Meter (m)

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    KOSOVAREF 01 KOSOVAREF 01 –– 11stst orderorder• Consists 32 points,

    • 22 existing points of the trigonometric network

    • 10 new points. • Homogenous network• Distances between points 15-25km• Period of observations: March 20 to April

    12, 2001.• All points checked before measuring.• 5 points had to be moved in safe areas. • Evaluated by long baseline calculations

    with EPN inbound and adjustment.• Accuracy:

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    • Measurements in 8 sectors separately.

    • Link between sectors by using of the neighboring points along border.

    • For reliability –

    second campaign after 1.5 week.

    • Center point: FK01 in Fushe

    Kosova.

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Details of measurements

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    HIGH OBSERVATIONS

    • 23 of 32 1st

    order reference network points were connected by static GPS measurements,

    • to orthometric

    highs from 11 (eleven) former FYR IINVT points. • Measurements of excentrums

    (where needed): with Leica

    NA

    3002• Selection of points in relation to former high reference points:

    • High range from about 100m• Maximum distance 15km.

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    • Geoid

    ondulatinos

    were

    calculated based on European Gravimetric Geoid

    1997 (EGG97) with resolution 1.5x1’.

    • Differences between ellipsoidal highs, leveling and geoid, are shown in the table.

    • Differences between ellipsoidal and leveled hights

    are from 44.19 to

    45.62m, which theoritacly

    should correspond to geoid(hell

    -hlevel

    =geoid)• Residuals comparing of

    EGG97 in Kosovo, shown in last column of table and in next map.

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Some systematic behavior of the residuals:-

    in the eastern part generally a negative difference was detected,

    -

    in the western part it was the oposite. The differences can either be:-

    due to the geoid

    (anomalies,

    offset and/or slight tilt), which might not be specific enough for these local studies, or -

    due to errors in the levelled

    heights. After some investigations, it was found out that only for three of the eleven used heightreference points adjusted IINVT values were available!

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Link of KOSOVAREF 01 1Link of KOSOVAREF 01 1stst order order with EUREF permanent network (EPN):with EUREF permanent network (EPN):

    Remark: Not overlapping with the networks on neighboring countries (Macedonia, Albania, Montenegro and Serbia)!

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    KOSOVAREF 01 KOSOVAREF 01 –– 22ndnd orderorder• Period of measurements: June 2001 –

    November 2002.

    • Consist: 397 points.• Measurement details:

    Sessions: 2sesions per day, in different periods of day

    Referent stations 2-3 stations in points of 1st

    order

    Measuring window Checked min. 5 Satellite by SKI PRO Almanac, GDOP

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Translations: ΔX=628.54052m, ΔY=192.25380m, ΔZ=498.43507m

    Rotations: εX

    = -13.79189”, εY

    = -0.81467”, εZ

    = 41.21533”Scale:

    m=-17.40368ppm

    Defining of global transformation parametersDefining of global transformation parameters

    The "global" 7 parameter transformation is not able to care for local distortions!

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Transformation of cadastral data to KOSOVAREF 01 using Transformation of cadastral data to KOSOVAREF 01 using Finite Element MethodFinite Element Method

    The finite element method is an appropriate method for homogenous and reversible transformations without gaps or distortions.

    The workflow for the Kosovo transformation project:1.Provisional triangle network2.Determination of distortion vectors3.Improvement of the transformation base4.Transformation of cadastral data5.Quality checks

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    ITERATIVE APPROACH TO THE TRIANGLE NETWORK DESIGN

    Definition of the triangles: iterative process.

    The first draft of the triangle network :54 triangles.

    The final triangle network:113 triangles.

    Map used for the planning ofmeasurement campaign with provisionaltriangles, color distinctions according needfor additional measurements

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Period of measurements: January-August 2003.

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    -

    residuals (brown) of a global Helmert

    transformation,

    -26 pass points (red) -

    areas with systematical

    distortions (green)

    The comparison of the transformed with the measured coordinates shows

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Borderline Effects

    Fictitious Transformation Base Points

    Map with Fictitious Triangles (orange), used to cover the border area of Kosovo (gray)

    Transformation of Checkpoints

    The average of the residual vectors of all transformed checkpoints reached is 0.19m with a mean deviation of 0.10m. The triple length of the average vector (0.57m) was used to set a tolerance for the detection of gross errors.

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Modification of Triangles

    Map with changed TBPs

    to get smaller, unsystematically distributed residuals in the concerned area.-orange: new triangle -with brown: new residuals, -red: old definition -green: residuals of old definition.

    Final Triangle Network Residuals

    Residuals of checkpoints after transformation with final triangle network definition

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Residual vectors of checkpoints and quality over different stages of transformation.

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    Map with distortion components of stretching/compression (blue) and dilation (red), area of heterogeneities marked by arrows

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    -the effect of transformation on the areas of parcels is neglectable

    relative to the errors of vectorization, original surveying data, drawing and distortion of cadastral plans.-even in areas where residuals were big and distorted after transformation, the relatively small area of parcels was not affected.-

    The apparently big maximum area residual of 320.6m2

    of a parcel in the cadastral zone Strpce

    in Strpce

    municipality is relatively small compared with the size of this

    rural parcel of

    9.9km2!!!

    TRANSFORMATION OF CADASTRAL DATA

    In the case study, where transformed coordinates were compared with new measured coordinates, an average difference of 0. 1 –

    0. 15cm could be detected.

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    PROPOSAL FOR ACTIVE GNSS PROPOSAL FOR ACTIVE GNSS NETWORK OF KOSOVANETWORK OF KOSOVA

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    APPENDIXAPPENDIX1st

    order network of points in

    KOSOVAREF01 in Kosovo

  • Ass.Prof.Dr. Bashkim IDRIZI, [email protected]. Ismail KABASHI, [email protected]“New geodetic reference frame KOSOVAREF 01”

    BALGEOS – second workshop, Vienna 2010

    UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    www.uni-pr.edu

    THANK YOU FOR YOUR ATTENTION!!!

    In behalf of coauthors,

    Bashkim

    IDRIZI

    www.uni-pr.edu

    Ismail

    KABASHI&

  • UNIVERSITY OF PRISHTINAFaculty of Civil Engineering and Architecture

    Bashkim IDRIZIIsmail KABASHI

    NEW GEODETIC REFERENCE FRAME NEW GEODETIC REFERENCE FRAME ““KOSOVAREV 01KOSOVAREV 01””

    NEW GEODETIC REFERENCE FRAME “KOSOVAREV 01”Overview:Slide Number 3Slide Number 4Slide Number 5Slide Number 6Slide Number 7Slide Number 8Slide Number 9Slide Number 10Slide Number 11Slide Number 12Slide Number 13Slide Number 14Slide Number 15Slide Number 16Slide Number 17Slide Number 18Slide Number 19Slide Number 20Slide Number 21Slide Number 22Slide Number 23Slide Number 24Slide Number 25Slide Number 26Slide Number 27Slide Number 28