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    橫圓筒相似投影函數의 歪曲特性을 考慮한 地籍測量 分野 平面直交座標 體系 設定과 適用 = Derivation of a new map grid system with consideration of projection distortion and its application to cadastral surveying

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    https://www.riss.kr/link?id=T13558006

    • 저자
    • 발행사항

      창원 : 昌原大學校, 2014

    • 학위논문사항

      학위논문(박사) -- 昌原大學校 大學院 , 土木工學科 , 2014

    • 발행연도

      2014

    • 작성언어

      한국어

    • KDC

      533.7 판사항(6)

    • DDC

      526.9 판사항(23)

    • 발행국(도시)

      경상남도

    • 형태사항

      xii, 138장 : 삽화, 도표 ; 26 cm

    • 일반주기명

      권말부록: '수식기호 정의' 등
      참고문헌: 장 132-136

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      • 국립중앙도서관 국립중앙도서관 우편복사 서비스
      • 국립창원대학교 도서관 (창원캠퍼스) 소장기관정보
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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    The thesis focuses on deriving a new rectangular coordinate system in
    Korea, which can be effectively applied for a board range of cadastral
    surveying. To this end, comparative studies of functions used in the
    transverse cylindrical projection have been theoretically and numerically
    carried out to understand their distortion characteristics. The functions
    can be classified according to a way of the mathematical derivation as
    well as a selection of coefficients and terms, for example
    Gauss-Schreiber(GS) and Gauss-Kr?ger(GK) types. Although the transverse
    cylindrical projection itself is assigned to a system, projected coordinates
    would be diverse with respect to the function used in the actual
    calculation. In order to investigate the impact of functions used in the
    computation, five different equations (i.e., 2 GS and 3 GK) were
    implemented in this study by using MATLAB. A series of numerical
    simulation tests has been carried out to compare and characterize them
    in terms of projection accuracy, difference of projected coordinates and
    distortion. Furthermore, a comparison between GS and GK function was
    made under the Korean grid system, consisting of four zones. Results
    from the numerical computations were qualitatively analyzed and
    summarized.
    Based on the series of the analysis, a single-zone grid system has been
    firstly derived through reflecting effectiveness of database construction
    and management. This is followed by analyzing characteristics of its
    distortion by using scale factor, area distortion and Arc-To-Chord
    correction. In addition, the four different multiple grid systems comprising
    more than 3 zones have been numerically analyzed from the standpoint
    of minimizing the distortion in the East-West direction as well as their
    relevance to real world applications. Finally, this research has proposed
    the single-zone and the three zones system for the most applicable
    schemes to the cadastral surveying in Korea. Note that the latter system
    is bounded along the West and East coast lines.
    번역하기

    The thesis focuses on deriving a new rectangular coordinate system in Korea, which can be effectively applied for a board range of cadastral surveying. To this end, comparative studies of functions used in the transverse cylindrical projection have be...

    The thesis focuses on deriving a new rectangular coordinate system in
    Korea, which can be effectively applied for a board range of cadastral
    surveying. To this end, comparative studies of functions used in the
    transverse cylindrical projection have been theoretically and numerically
    carried out to understand their distortion characteristics. The functions
    can be classified according to a way of the mathematical derivation as
    well as a selection of coefficients and terms, for example
    Gauss-Schreiber(GS) and Gauss-Kr?ger(GK) types. Although the transverse
    cylindrical projection itself is assigned to a system, projected coordinates
    would be diverse with respect to the function used in the actual
    calculation. In order to investigate the impact of functions used in the
    computation, five different equations (i.e., 2 GS and 3 GK) were
    implemented in this study by using MATLAB. A series of numerical
    simulation tests has been carried out to compare and characterize them
    in terms of projection accuracy, difference of projected coordinates and
    distortion. Furthermore, a comparison between GS and GK function was
    made under the Korean grid system, consisting of four zones. Results
    from the numerical computations were qualitatively analyzed and
    summarized.
    Based on the series of the analysis, a single-zone grid system has been
    firstly derived through reflecting effectiveness of database construction
    and management. This is followed by analyzing characteristics of its
    distortion by using scale factor, area distortion and Arc-To-Chord
    correction. In addition, the four different multiple grid systems comprising
    more than 3 zones have been numerically analyzed from the standpoint
    of minimizing the distortion in the East-West direction as well as their
    relevance to real world applications. Finally, this research has proposed
    the single-zone and the three zones system for the most applicable
    schemes to the cadastral surveying in Korea. Note that the latter system
    is bounded along the West and East coast lines.

    더보기

    목차 (Table of Contents)

    • 제1장 서 론 ·············································································· 1
    • 1.1 연구배경 및 목적 ···············································································1
    • 1.2 연구동향 ·······························································································3
    • 1.3 연구내용 및 방법 ···············································································8
    • 제2장 측지계와 평면직교좌표체계 ········································ 9
    • 제1장 서 론 ·············································································· 1
    • 1.1 연구배경 및 목적 ···············································································1
    • 1.2 연구동향 ·······························································································3
    • 1.3 연구내용 및 방법 ···············································································8
    • 제2장 측지계와 평면직교좌표체계 ········································ 9
    • 2.1 측지계 ···································································································9
    • 2.1.1 개요 ···········································································································9
    • 2.1.2 동경측지계 ·····························································································10
    • 2.1.3 세계측지계(대한민국 측지계 2002) ···················································12
    • 2.2 투영이론 ·····························································································14
    • 2.2.1 개요 ·········································································································14
    • 2.2.2 가우스 기본량 ·······················································································16
    • 2.2.3 축척계수 ·································································································20
    • 2.2.4. 등척위도(Isometric Latitude) ······························································22
    • 2.3 횡원통상사투영 함수 ·······································································23
    • 2.3.1 Gauss-Schreiber(GS) 함수 ···································································23
    • 1) 가우스-램버트(GL) 투영 ·······································································24
    • 2) 타원체를 구체로 상사투영 ··································································25
    • 2.3.2 Gauss-Kr?ger(GK) 투영 ·······································································29
    • 1) GK 투영함수 ···························································································31
    • 2.4 우리나라 평면직교좌표체계 ···························································33
    • 제3장 투영함수 특성분석을 위한 수치실험 ························35
    • 3.1 투영함수 구현과 수치실험 ·····························································35
    • 3.2 GS 투영함수의 정확도와 좌표 비교 ············································38
    • 3.3 GK 투영함수의 정확도와 좌표 비교 ············································41
    • 3.4 GS-GK 함수의 투영좌표 및 축척계수 비교 ·······························48
    • 3.5 수치분석 결과 요약 ·········································································51
    • 3.5.1 GS 투영함수 ···························································································51
    • 3.5.2 GK 투영함수 ··························································································51
    • 3.5.3 GS-GK 투영함수 비교 ·········································································52
    • 제4장 단일 평면직교좌표체계 도출 ···································· 54
    • 4.1 해외 사례조사 ···················································································54
    • 4.1.1 미국 ·········································································································54
    • 4.1.2 영국 ·········································································································55
    • 4.1.3 일본 ·········································································································56
    • 4.1.4 호주 ·········································································································57
    • 4.1.5 뉴질랜드 ·································································································58
    • 4.2 현행 평면직교좌표체계에 대한 수치적 특성분석 ·····················59
    • 4.2.1 분석범위와 방법 ···················································································59
    • 4.2.2 투영함수에 따른 평면직교좌표 차이 ···············································62
    • 4.2.3 투영면적 왜곡 ·······················································································66
    • 4.2.4 분석결과 요약 ·······················································································72
    • 4.3 면적왜곡을 고려한 단일 평면직교좌표체계 도출 ·····················74
    • 4.3.1 개요 ·········································································································74
    • 4.3.2 투영법 및 함수 ·····················································································75
    • 4.3.3 투영원점의 위도 ···················································································76
    • 4.3.4 투영구역과 중앙자오선 ·······································································77
    • 4.3.5 중앙자오선의 축척계수 ·······································································78
    • 4.3.6 단일 평면직교좌표체계의 제원 ·························································82
    • 제5장 다중 평면직교좌표체계와 적용방안 ··························84
    • 5.1 단일 평면직교좌표체계의 왜곡특성 분석 ···································84
    • 5.1.1 축척계수 ·································································································84
    • 5.1.2 면적왜곡 ·································································································85
    • 5.1.3 Arc-To-CHORD 보정량(t-T) ·······························································91
    • 5.1.4 자오선수차 ·····························································································93
    • 5.2 다중 평면직교좌표체계 연구 ·························································94
    • 5.2.1 개요 ·········································································································94
    • 5.2.2 축척계수 ·································································································96
    • 5.2.3 면적왜곡 ·································································································98
    • 5.2.4 다중 평면직교좌표체계 설정 방안 비교 ·······································100
    • 5.3 지적측량 분야에 대한 적용방안 ·················································102
    • 5.3.1 연속지적도 ···························································································102
    • 5.3.2 지적재조사사업 ···················································································105
    • 5.3.3 지적도 면적왜곡 해결방안 ·······························································108
    • 제6장 결 론 ············································································110
    • <부 록> ······························································································113
    • <참고문헌> ······························································································132
    • <Abstract> ······························································································137
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