Estimation accuracy of orthotransformation of space images applying satellite Pleiades-1 by GNSS surveying

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dc.citation.epage43
dc.citation.journalTitleГеодезія, картографія і аерофотознімання
dc.citation.spage36
dc.citation.volume89
dc.contributor.affiliationНаціональний університет “Львівська політехніка”
dc.contributor.affiliationLviv Polytechnic National University
dc.contributor.authorЧетверіков, Б.
dc.contributor.authorЛомпас, О.
dc.contributor.authorПроцик, М.
dc.contributor.authorТетерук, Д.
dc.contributor.authorChetverikov, B.
dc.contributor.authorLompas, O.
dc.contributor.authorProtsyk, M.
dc.contributor.authorTeteruk, D.
dc.coverage.placenameЛьвів
dc.coverage.placenameLviv
dc.date.accessioned2020-02-21T08:54:23Z
dc.date.available2020-02-21T08:54:23Z
dc.date.created2019-02-28
dc.date.issued2019-02-28
dc.format.extent36-43
dc.format.pages8
dc.identifier.citationEstimation accuracy of orthotransformation of space images applying satellite Pleiades-1 by GNSS surveying / B. Chetverikov, O. Lompas, M. Protsyk, D. Teteruk // Geodesy, cartography and aerial photography. — Lviv : Lviv Politechnic Publishing House, 2019. — Vol 89. — P. 36–43.
dc.identifier.citationenEstimation accuracy of orthotransformation of space images applying satellite Pleiades-1 by GNSS surveying / B. Chetverikov, O. Lompas, M. Protsyk, D. Teteruk // Geodesy, cartography and aerial photography. — Lviv : Lviv Politechnic Publishing House, 2019. — Vol 89. — P. 36–43.
dc.identifier.urihttps://ena.lpnu.ua/handle/ntb/45908
dc.language.isoen
dc.publisherВидавництво Львівської політехніки
dc.publisherLviv Politechnic Publishing House
dc.relation.ispartofГеодезія, картографія і аерофотознімання (89), 2019
dc.relation.ispartofGeodesy, cartography and aerial photography (89), 2019
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dc.relation.referencespolynomial coefficients for IKONOS imagery.
dc.relation.referencesASPRS Annual Conference Proceedings. May.
dc.relation.referencesDenver, Colorado. 34–42.
dc.relation.referencesMichele Bianconi, Mattia Crespi, Francesca
dc.relation.referencesFratarcangeli, Francesca Giannone, & Francesca
dc.relation.referencesPieralice. (2008). A new strategy for rational
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dc.relation.referencesPilicheva M. Geometrical correction of the space
dc.relation.referencesimages. Geodesy, Architecture and Construction:
dc.relation.referencesmaterials of the II International Conference of Young
dc.relation.referencesScientists GAC-2009, May 14–16, 2009, Ukraine,
dc.relation.referencesLviv / Lviv Polytechnic National University. – Lviv:
dc.relation.referencesPublishing House of the National University “Lviv
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dc.relation.referencesShirokova T., Chermoshentsev A. L. Investigation of
dc.relation.referencestechnology for processing high-resolution satellite
dc.relation.referencesimages using rational functions. News of educational
dc.relation.referencesinstitutions. Section surveying and aerofotosemka.
dc.relation.referencesThe publication of the Moscow State University of
dc.relation.referencesGeodesy and Cartography. 2, 99–103.
dc.relation.referencesTao Vincent C. & Yong Hu. (2001). A Comprehensive
dc.relation.referencesStudy of the Rational Function Model for
dc.relation.referencesPhotogrammetric Processing. Photogrammetric
dc.relation.referencesengineering & Remote sensing. 1347–1357.
dc.relation.referencesToutin, T. (2004). Geometric processing of remote
dc.relation.referencessensing images: models, algorithms and methods.
dc.relation.referencesRemote sensing. 1893–1924.
dc.relation.referencesVoronin, A. A., Egoshkin, N. A., Yeremeyev, V. V., &
dc.relation.referencesMoskatiniev, I. V. (2009). Geometric data processing
dc.relation.referencesfrom space systems of global Earth observation.
dc.relation.referencesBulletin of the RSGRU, (1), 12–17.
dc.relation.referencesXutong, Niu, Jue, Wang, Kaichang Di, Jin-Duk Lee, &
dc.relation.referencesRon L. (2004). Geometric modelling and photogrammetric
dc.relation.referencesprocessing of high-resolution satellite
dc.relation.referencesimagery. ISPRS. Commission IV, WG IV/7. 1–6.
dc.relation.referencesenGnatushenko, V. V. (2009) Geometrical models of
dc.relation.referencesenformation and preliminary processing digital
dc.relation.referencesenphotogrammetric images of the high spatial
dc.relation.referencesenresolution. Kyiv.
dc.relation.referencesenGrodecki, J., & Dial G.Block (2003). Adjustment of
dc.relation.referencesenHigh-Resolution Satellite Images Described by
dc.relation.referencesenRational Polynomials Photogrammetric Engineering
dc.relation.referencesen& Remote Sensing. 69, 1. 59–68.
dc.relation.referencesenBlackett Shane Allan. (1996). Rational Polynomials.
dc.relation.referencesenDepartment of Engineering Science Uniservices Ltd.
dc.relation.referencesenUniversity of Auckland New Zealand February.
dc.relation.referencesenLutes, J. (2004). Accuracy analysis of rational
dc.relation.referencesenpolynomial coefficients for IKONOS imagery.
dc.relation.referencesenASPRS Annual Conference Proceedings. May.
dc.relation.referencesenDenver, Colorado. 34–42.
dc.relation.referencesenMichele Bianconi, Mattia Crespi, Francesca
dc.relation.referencesenFratarcangeli, Francesca Giannone, & Francesca
dc.relation.referencesenPieralice. (2008). A new strategy for rational
dc.relation.referencesenpolynomial coefficients generation. Remote Sensing –
dc.relation.referencesenNew Challenges of High Resolution. Bochum. 21–28.
dc.relation.referencesenPilicheva M. Geometrical correction of the space
dc.relation.referencesenimages. Geodesy, Architecture and Construction:
dc.relation.referencesenmaterials of the II International Conference of Young
dc.relation.referencesenScientists GAC-2009, May 14–16, 2009, Ukraine,
dc.relation.referencesenLviv, Lviv Polytechnic National University, Lviv:
dc.relation.referencesenPublishing House of the National University "Lviv
dc.relation.referencesenPolytechnic", 2009, P. 140–143.
dc.relation.referencesenShirokova T., Chermoshentsev A. L. Investigation of
dc.relation.referencesentechnology for processing high-resolution satellite
dc.relation.referencesenimages using rational functions. News of educational
dc.relation.referenceseninstitutions. Section surveying and aerofotosemka.
dc.relation.referencesenThe publication of the Moscow State University of
dc.relation.referencesenGeodesy and Cartography. 2, 99–103.
dc.relation.referencesenTao Vincent C. & Yong Hu. (2001). A Comprehensive
dc.relation.referencesenStudy of the Rational Function Model for
dc.relation.referencesenPhotogrammetric Processing. Photogrammetric
dc.relation.referencesenengineering & Remote sensing. 1347–1357.
dc.relation.referencesenToutin, T. (2004). Geometric processing of remote
dc.relation.referencesensensing images: models, algorithms and methods.
dc.relation.referencesenRemote sensing. 1893–1924.
dc.relation.referencesenVoronin, A. A., Egoshkin, N. A., Yeremeyev, V. V., &
dc.relation.referencesenMoskatiniev, I. V. (2009). Geometric data processing
dc.relation.referencesenfrom space systems of global Earth observation.
dc.relation.referencesenBulletin of the RSGRU, (1), 12–17.
dc.relation.referencesenXutong, Niu, Jue, Wang, Kaichang Di, Jin-Duk Lee, &
dc.relation.referencesenRon L. (2004). Geometric modelling and photogrammetric
dc.relation.referencesenprocessing of high-resolution satellite
dc.relation.referencesenimagery. ISPRS. Commission IV, WG IV/7. 1–6.
dc.subjectортотрансформація
dc.subjectоцінювання точності координат Pleiades-1
dc.subjectRPC-коефіцієнти
dc.subjectorthotransformation
dc.subjectPleiades-1 estimation of coordinate accuracy
dc.subjectRPC-coefficients checkpoint
dc.subject.udc528.92
dc.titleEstimation accuracy of orthotransformation of space images applying satellite Pleiades-1 by GNSS surveying
dc.title.alternativeОцінювання точності апаратного ортотрансформування космічного знімка, отриманого із супутника Pleiades-1 за допомогою ГНСС-знімання
dc.typeArticle

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Геодезія, картографія і аерофотознімання. – 2019. – Випуск 89