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GhiVideo/docs/특허_GhiVideo_출원초안_스테이션재생_POI맵핑.html
b23042andClaude Opus 4.8 fe25ce00f1 docs: 발표·특허·AI영상요약 자료 및 작업기록 추가
- 발표자료(좌표투영·측점기반재생) 갱신 + 그림/PDF
- 특허 출원 초안 및 도면
- AI 영상요약 서비스 작업기록(docs/history)
- 관련 scripts 추가

Co-Authored-By: Claude Opus 4.8 <noreply@anthropic.com>
2026-07-09 11:20:03 +09:00

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<h1 class="title">특허_GhiVideo_출원초안_스테이션재생_POI맵핑</h1>
</header>
<h1 id="특허-출원-초안--스테이션-기반-영상-플레이어-발명-2건">특허 출원 초안 — 스테이션 기반 영상 플레이어 (발명 2건)</h1>
<blockquote>
<p><strong>성격</strong>: 특허 출원을 위한 <strong>기술 정리 초안</strong>입니다. 실제 출원 전 <strong>변리사(특허사무소) 검토</strong>가 반드시 필요합니다. 청구항은 권리범위를 정하는 핵심이므로 아래 청구항은 <strong>방향 제시용 초안</strong>이며, <strong>선행기술조사(KIPRIS 등)</strong> 후 변리사와 함께 확정하십시오.</p>
<p><strong>구성·용어·그림</strong>은 사내 보고서 『스테이션기반 플레이어_260703』(기술개발센터 그래픽스개발팀)을 따랐습니다.</p>
<ul>
<li><strong>발명 1</strong>: 시간을 스테이션으로 — 측점(스테이션) 기반 영상 탐색·재생 방법 및 장치</li>
<li><strong>발명 2</strong>: POI를 영상 속 자리에 — 지리좌표 POI의 영상 내 정합 표시(좌표 투영) 방법 및 장치</li>
</ul>
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<h2 id="1-발명의-개요-프로그램-소개">1. 발명의 개요 (프로그램 소개)</h2>
<p>드론이 철길 상공을 비행하며 철도 시설물(교량·터널·역사 등)을 촬영한 <strong>항공영상</strong>을,</p>
<ol type="1">
<li>시간(몇 분 몇 초)이 아니라 <strong>스테이션(측점 — 선로 위 km 위치)</strong> 을 기준으로 재생·탐색하고,</li>
<li>시설물(POI) 정보를 <strong>영상 속 실제 위치에 정합하여 표출</strong>하는</li>
</ol>
<p><strong>스테이션 기반 영상 플레이어</strong>에 관한 발명이다. 두 기능은 각각 독립된 발명(발명 1, 발명 2)으로 정리한다.</p>
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alt="보통 플레이어(시간 축)와 스테이션 플레이어(측점 축) 비교">
<figcaption>[그림 1] 보통 플레이어(시간 축) vs 스테이션 플레이어(측점 축) — 같은 지점을 &quot;3분 12초&quot;가 아닌 &quot;160k&quot;로 지칭·탐색</figcaption>
</figure>
<hr />
<h2 id="2-특허-요지-한눈-요약">2. 특허 요지 (한눈 요약)</h2>
<table>
<thead>
<tr class="header">
<th>구분</th>
<th>발명 1 — 측점 기반 재생</th>
<th>발명 2 — POI 영상 정합 표시</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>해결 과제</td>
<td>시간축 플레이어로는 영상 속 지점이 선로 어디인지 알 수 없음</td>
<td>위경도로 기록된 POI를 좌표 개념이 없는 영상 화면에 표시할 수 없음</td>
</tr>
<tr class="even">
<td>핵심 수단</td>
<td>드론 GPS를 측점 기준선에 <strong>수직 투영</strong>하여 프레임별 측점값 산출 → <strong>시간↔︎측점 대응표</strong></td>
<td>POI 좌표를 <strong>높이 보완 → 상대좌표 → 시선 회전 → 핀홀 투영</strong>으로 화면 픽셀 위치로 변환</td>
</tr>
<tr class="odd">
<td>차별 포인트(신규성 후보)</td>
<td>누적 이동거리축 탐색바(정지 시 커서 정지) · 전진/후진 색 구분 · 측점 검색·복수 통과 순환 이동</td>
<td>최근접 측점 실측 표고로 POI 높이 보완(<strong>DEM 불필요</strong>) · 속도적응 평활 · <strong>드래그 역투영 좌표 보정</strong></td>
</tr>
<tr class="even">
<td>청구 형태</td>
<td>방법 + 장치 + 기록매체</td>
<td>방법 + 장치 + 기록매체</td>
</tr>
</tbody>
</table>
<ul>
<li><strong>출원 형태(변리사 협의)</strong>: (안 A) 2건 개별 출원 — 권리 명확. (안 B) 1건 통합 출원 — &quot;드론 항공영상 처리&quot;의 단일성 인정 여부 검토, 부정 시 분할출원.</li>
<li>소프트웨어 발명이므로 <strong>방법 + 장치(시스템) + 컴퓨터 판독가능 기록매체</strong> 3종 청구항 세트 권장.</li>
</ul>
<hr />
<h2 id="3-입력-데이터의-정의-필요-데이터">3. 입력 데이터의 정의 (필요 데이터)</h2>
<table>
<thead>
<tr class="header">
<th>항목</th>
<th>내용</th>
<th>포맷</th>
<th>기록 주체</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>드론 영상</td>
<td>드론이 선로를 따라 비행하며 철도 시설물을 촬영한 항공영상</td>
<td>mp4</td>
<td>드론</td>
</tr>
<tr class="even">
<td>드론 비행로그</td>
<td>프레임별 위치(위도·경도·고도), 카메라 자세각(yaw·pitch·roll), 초점거리</td>
<td>csv</td>
<td>드론</td>
</tr>
<tr class="odd">
<td>측점 데이터</td>
<td>측점 목록 — 이정(측점명)·좌표·<strong>실측 표고</strong></td>
<td>csv</td>
<td>철도 측량 성과</td>
</tr>
<tr class="even">
<td>POI·구조물</td>
<td>교량·터널·지장물·출입문·철도역의 명칭·좌표·속성 (높이 정보 없음)</td>
<td>kmz</td>
<td>지도·측량 성과</td>
</tr>
<tr class="odd">
<td>노선 기본 정보</td>
<td>노선명·방향·시점/종점역 정보, 구조물 위치 보정값 (선택)</td>
<td>json</td>
<td>운영자 입력</td>
</tr>
</tbody>
</table>
<p>드론이 촬영과 동시에 기록하는 데이터(영상·비행로그)와, 드론과 무관한 철도 측량 성과(측점·POI)를 <strong>소프트웨어적으로 결합(믹싱)</strong> 하는 것이 두 발명의 공통 기반이다.</p>
<hr />
<h1 id="발명-1--시간을-스테이션으로-측점스테이션-기반-영상-탐색재생">발명 1 — 시간을 스테이션으로: 측점(스테이션) 기반 영상 탐색·재생</h1>
<h2 id="41-발명의-명칭">4.1 발명의 명칭</h2>
<p>선로 측점(스테이션) 기반의 드론 항공영상 탐색 및 재생 방법, 장치 및 기록매체 (영문 예: Chainage(station)-based navigation and playback method and apparatus for UAV railway inspection video)</p>
<h2 id="42-기술분야">4.2 기술분야</h2>
<p>본 발명은 선로 등 선형 구조물을 따라 촬영한 드론 항공영상을, 재생 시간이 아닌 <strong>선로상의 위치값(측점, 스테이션)</strong> 을 기준으로 탐색·표시·재생하는 영상 재생 인터페이스 기술에 관한 것이다.</p>
<h2 id="43-배경기술">4.3 배경기술</h2>
<ul>
<li>통상의 영상 플레이어는 <strong>시간축</strong>으로만 탐색되어, 특정 재생 시각이 선로상 어느 지점인지 알 수 없다.</li>
<li>철도 점검 실무는 &quot;몇 분 몇 초&quot;가 아니라 <strong>&quot;몇 측점(예: 160k130)&quot;</strong> 으로 위치를 지칭한다.</li>
<li>드론이 동일 구간을 왕복하거나 정지(호버링)·선회하는 경우, 시간축 탐색바는 실제 이동과 불일치한다.</li>
</ul>
<h2 id="44-해결하고자-하는-과제">4.4 해결하고자 하는 과제</h2>
<ol type="1">
<li>영상을 <strong>측점(위치)</strong> 으로 탐색·이동할 수 있게 한다.</li>
<li>정지·선회 등 <strong>비이동 구간</strong>에서 탐색바 커서가 무의미하게 진행되지 않게 한다.</li>
<li>진행 방향(전진/후진)과 통과 시설물을 <strong>위치 기준</strong>으로 표시한다.</li>
<li>동일 측점의 복수 통과, 미도착 종점을 합리적으로 처리한다.</li>
</ol>
<h2 id="45-과제의-해결-수단-요지">4.5 과제의 해결 수단 (요지)</h2>
<p>프레임번호·GPS는 드론이 촬영과 동시에 기록한 데이터이고, 측점은 철도 노선의 측량 데이터이다. 본 발명은 드론 GPS를 <strong>측점 기준선(선로)에 수직 투영</strong>하여 프레임별 측점값을 산출함으로써 두 데이터를 결합하고, <strong>프레임번호↔︎시간↔︎측점 대응표</strong>를 생성한다. 탐색바 가로축을 시간이 아닌 <strong>누적 이동거리</strong>로 구성하고, 입력 측점값을 대응표로 역산하여 해당 재생 시점으로 이동한다.</p>
<figure class="fig">
<img 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alt="시간-측점 대응표 생성 과정: 드론 GPS를 선로 기준선에 수직 투영">
<figcaption>[그림 2] 동작 원리 — 드론 GPS를 선로에 수직 투영해 측점값을 산출하고 시간↔측점 대응표를 완성</figcaption>
</figure>
<h2 id="46-발명을-실시하기-위한-구체적인-내용-실시예">4.6 발명을 실시하기 위한 구체적인 내용 (실시예)</h2>
<h3 id="1-측점-기준선폴리라인-구성">(1) 측점 기준선(폴리라인) 구성</h3>
<p>측점 데이터(이정, 좌표)를 이정 오름차순으로 정렬하여 평면직교좌표로 변환하고, 인접 측점을 연결한 폴리라인(기준선)을 구성한다. 각 정점에 이정값(m)을 부여한다.</p>
<h3 id="2-드론-gps--연속-측점값-수직-투영">(2) 드론 GPS → 연속 측점값 (수직 투영)</h3>
<p>프레임의 드론 위치 P를 폴리라인의 각 선분 [A,B]에 수직 투영(수선의 발)한다.</p>
<pre><code>t = clamp( ((PA)·(BA)) / |BA|² , 0, 1 )
투영점(발끝점) C = A + t·(BA)
측점값 km = km_A + t·(km_B km_A)</code></pre>
<p>최근접 선분을 선택하고 이정을 선형보간하여 <strong>연속 측점값</strong>(10m 이하 해상도)을 얻는다. 드론이 선로 옆을 비행해도 수직 투영점으로 측점을 읽으므로, 100m 단위 최근접 측점 방식과 달리 전진/후진 전환 시점이 실제 이동과 일치한다. 선로 수직 이격거리(offset)도 함께 산출할 수 있다.</p>
<h3 id="3-프레임번호시간측점-대응표-생성">(3) 프레임번호↔︎시간↔︎측점 대응표 생성</h3>
<p>각 프레임에 대해 (프레임번호, 시간 = 프레임번호 ÷ fps, 측점값)을 산출하여 배열로 사전계산·저장한다. 예: &quot;5760번 프레임 ÷ 30fps = 192초 = 160k130&quot;. 이 대응표로 시간과 측점을 상호 변환한다.</p>
<h3 id="4-누적-이동거리축-탐색바-스테이션바">(4) 누적 이동거리축 탐색바 (스테이션바)</h3>
<p>측점값을 이동평균으로 평활한 뒤 프레임간 측점 변화량의 절대값을 누적하여 <strong>누적 이동거리</strong>를 얻고, 전체값으로 정규화한 진행도(0~1)를 탐색바 가로축으로 사용한다.</p>
<ul>
<li>드론 <strong>정지·선회 구간</strong>: 측점 변화 없음 → 진행도 정체 → <strong>커서 정지</strong></li>
<li>이동 구간(전진·후진 무관): 진행도 증가 → 커서 전진</li>
<li>시간↔︎진행도는 단조 비감소 관계이므로 이진 탐색으로 상호 변환한다.</li>
</ul>
<h3 id="5-진행-방향-색-구분">(5) 진행 방향 색 구분</h3>
<p>평활 측점값의 증감 추세를 히스테리시스로 판정하여, 증가 구간(전진)과 감소 구간(후진)을 서로 다른 색으로 표시하고 방향 전환점을 표기한다.</p>
<h3 id="6-시설물의-측점-위치-배치">(6) 시설물의 측점 위치 배치</h3>
<p>교량·터널·역사 등 시설물을, 해당 측점값에 대응하는 통과 시점의 탐색바 위치에 마커로 배치한다. 동일 시설물을 복수 회 통과하면 통과마다 마커를 배치한다. 역사(驛舍) 마커는 드론의 수직 투영 측점이 시설물 측점과 <strong>허용오차 이내로 일치하는 통과에서만</strong> 표시하여, 좌표만 근접하고 측점이 다른 오표시를 방지한다.</p>
<h3 id="7-측점-검색-탐색-이동">(7) 측점 검색 (탐색 이동)</h3>
<p>입력 측점값 q에 대해, 대응표에서 |측점값−q| 가 허용오차 이내인 연속 프레임 구간(= 1통과)들을 찾아 각 통과의 시점을 산출하고, 현재 재생 시점 이후의 다음 통과로 이동한다(반복 입력 시 순환). 허용오차 내 통과가 없으면 이동하지 않고 &quot;해당 측점 없음&quot;을 통지한다.</p>
<h3 id="8-영상-fps-자동-산출">(8) 영상 fps 자동 산출</h3>
<p>비행로그의 <strong>최대 프레임번호 ÷ 영상 길이(초)</strong> 로 fps를 산출하고, 표준 fps(23.976/24/25/29.97/30/50/60 등) 중 근접값에 스냅한다. 영상별로 다른 fps에 자동 대응한다.</p>
<h3 id="9-종점-처리-선택적-실시예">(9) 종점 처리 (선택적 실시예)</h3>
<p>영상이 종점 측점에 도달하지 못한 경우, 실제 통과 마커는 실제 위치에 유지하고 종점 마커는 탐색바 말단에 &#39;미도착&#39; 표시로 부가한다.</p>
<h2 id="47-발명의-효과">4.7 발명의 효과</h2>
<ul>
<li>시간이 아닌 <strong>측점(위치)</strong> 으로 직관적 탐색 → 철도 점검 효율 향상.</li>
<li>정지·선회 구간에서 <strong>커서 정지</strong> → 탐색바가 실제 이동을 반영.</li>
<li>진행 방향·시설물을 위치 기준으로 파악, 복수 통과·미도착 종점의 합리적 처리.</li>
<li>별도 센서·장비 추가 없이 <strong>드론 기본 기록 + 기존 측량 성과</strong>만으로 구현.</li>
</ul>
<h2 id="48-청구범위-초안">4.8 청구범위 (초안)</h2>
<div class="claim">
<p><strong>[청구항 1] (방법)</strong> 선형 구조물을 촬영한 항공영상을 탐색·재생하는 방법으로서, (a) 상기 항공영상의 프레임에 대응하는 무인비행체의 위치정보를 획득하는 단계; (b) 위치값(측점)이 부여된 복수의 기준점을 연결한 기준선에 상기 위치정보를 수직 투영하여, 해당 프레임의 연속 위치값을 산출하는 단계; (c) 상기 프레임의 시간정보와 상기 연속 위치값을 대응시킨 매핑(대응표)을 생성하는 단계; 및 (d) 입력된 위치값에 대응하는 시간을 상기 매핑으로부터 산출하여, 상기 항공영상의 재생 위치를 해당 시간으로 이동시키는 단계; 를 포함하는, 항공영상 탐색·재생 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 2]</strong> 제1항에 있어서, 상기 매핑에 기초하여 프레임간 위치값 변화량을 누적한 누적 이동거리를 가로축으로 하는 탐색바를 구성하여, 상기 무인비행체의 비이동 구간에서 상기 탐색바의 커서가 정지하도록 하는 단계를 더 포함하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 3]</strong> 제1항에 있어서, 상기 위치값의 증가 구간과 감소 구간을 판별하여 진행 방향을 서로 다른 시각적 속성으로 표시하는 단계를 더 포함하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 4]</strong> 제1항에 있어서, 시설물의 위치값에 대응하는 통과 시점을 상기 매핑으로부터 산출하여 상기 시설물을 탐색바의 대응 위치에 표시하되, 동일 시설물의 복수 통과에 대해 각각 표시하는 단계를 더 포함하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 5]</strong> 제4항에 있어서, 상기 시설물 중 역사(驛舍)는 상기 무인비행체의 수직 투영 위치값이 상기 역사의 위치값과 허용오차 이내로 일치하는 통과에 대해서만 표시하는 것을 특징으로 하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 6]</strong> 제1항에 있어서, 상기 (d) 단계는, 입력된 위치값과 허용오차 이내인 통과가 복수인 경우 현재 재생 시점 이후의 다음 통과로 순환 이동하고, 허용오차 이내의 통과가 존재하지 않는 경우 재생 위치를 이동하지 않고 부존재를 통지하는 것을 특징으로 하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 7]</strong> 제1항에 있어서, 프레임번호와 시간의 변환에 사용되는 프레임율을, 비행로그의 최대 프레임번호를 영상 길이로 나눈 값에 기초하여 산출하고 사전 정의된 표준 프레임율 중 근접값으로 결정하는 것을 특징으로 하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 8] (장치·기록매체)</strong> 제1항 내지 제7항 중 어느 한 항의 방법을 수행하도록 구성된 프로세서 및 메모리를 포함하는 항공영상 탐색·재생 장치, 및 상기 방법을 컴퓨터에 실행시키는 프로그램이 기록된 컴퓨터로 판독 가능한 기록매체.</p>
</div>
<hr />
<h1 id="발명-2--poi를-영상-속-자리에-지리좌표-poi의-영상-내-정합-표시-좌표-투영">발명 2 — POI를 영상 속 자리에: 지리좌표 POI의 영상 내 정합 표시 (좌표 투영)</h1>
<h2 id="51-발명의-명칭">5.1 발명의 명칭</h2>
<p>드론 항공영상에 대한 지리정보(POI) 실시간 정합 및 오버레이 표시 방법, 장치 및 기록매체 (영문 예: Method and apparatus for real-time geo-registration and overlay of POI onto UAV aerial video)</p>
<h2 id="52-기술분야">5.2 기술분야</h2>
<p>본 발명은 드론으로 촬영한 항공영상 위에, 지도상 좌표(위경도)로 기록된 지리정보 객체(POI — 교량, 터널, 지장물, 출입문, 철도역 등)를 촬영 당시의 카메라 기하에 맞추어 <strong>영상 화면의 정확한 픽셀 위치에 실시간으로 겹쳐 표시</strong>하는 영상처리 기술에 관한 것이다.</p>
<h2 id="53-배경기술">5.3 배경기술</h2>
<ul>
<li>POI는 지도상 좌표(위경도)로 기록되어 있으나 <strong>영상 화면에는 좌표 개념이 없으므로</strong>, &quot;화면의 어느 위치에 해당하는가&quot;로의 변환이 필요하다.</li>
<li>일반적인 증강현실(AR) 오버레이는 정밀 IMU·짐벌 캘리브레이션이 필요하거나, 실시간 카메라 트래킹(SLAM 등) 연산 부하가 크다.</li>
<li>지오레퍼런싱(정사영상 생성)은 후처리 연산량이 크고, 재생 중 프레임 단위로 라벨을 정합 표시하기 어렵다.</li>
<li>POI 데이터에는 통상 <strong>높이(표고) 정보가 없어</strong> 3차원 투영이 불가능하고, 외부 수치표고모델(DEM)을 도입하면 데이터 준비 부담이 커진다.</li>
</ul>
<h2 id="54-해결하고자-하는-과제">5.4 해결하고자 하는 과제</h2>
<ol type="1">
<li>별도 마커/실시간 SLAM 없이, <strong>드론 비행로그와 카메라 내부 파라미터만으로</strong> POI를 영상에 정합한다.</li>
<li><strong>높이 정보가 없는 POI</strong>를 외부 지형데이터 없이 3차원 투영 가능하게 한다.</li>
<li>영상 프레임율과 무관하게 <strong>화면 갱신 주기(예: 60fps)로 매끄럽게</strong> 라벨이 대상에 붙어 이동하게 한다.</li>
<li>GPS·자세 노이즈에도 라벨이 <strong>떨리지 않고 안정적으로</strong> 표시되게 한다.</li>
<li>투영 오차 발생 시 <strong>현장에서 즉시 보정</strong>할 수 있게 한다.</li>
</ol>
<h2 id="55-과제의-해결-수단-요지">5.5 과제의 해결 수단 (요지)</h2>
<p>① 높이 정보가 없는 POI에 <strong>최근접 측점의 실측 표고</strong>를 부여하고(외부 지형데이터 불필요), ② POI 좌표를 드론 기준 상대위치(전방·측방·상하 거리)로 변환한 뒤, ③ 비행로그의 자세각(yaw·pitch·roll)을 적용해 카메라 시선 기준으로 회전하고, ④ <strong>핀홀 카메라 모델</strong>로 화면 내 위치를 산출한다. 이 계산을 매 프레임 반복하여 드론이 이동·회전해도 POI 표지가 영상 속 실제 위치에 지속 표출되며, 오차 발생 시 표지를 드래그하면 <strong>역투영</strong>으로 좌표가 보정·저장된다.</p>
<figure class="fig">
<img 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" alt="POI 투영 과정: 높이 보완, 좌표 변환, 시선 회전, 핀홀 투영">
<figcaption>[그림 3] 동작 원리 — 3차원 POI 위치를 그 순간 카메라가 보는 화면의 픽셀로 변환(①높이 보완 ②좌표 변환 ③시선 회전 ④핀홀 투영)</figcaption>
</figure>
<h2 id="56-발명을-실시하기-위한-구체적인-내용-실시예">5.6 발명을 실시하기 위한 구체적인 내용 (실시예)</h2>
<h3 id="1-입력-데이터">(1) 입력 데이터</h3>
<ul>
<li>프레임별 드론 상태: 위도 φ, 경도 λ, 고도 h(타원체고), 자세각 yaw(기수방위)·pitch(틸트)·roll.</li>
<li>카메라 내부 파라미터: 초점거리 f(35mm 환산), 센서 폭 sW·높이 sH, 주점 보정 (cx0, cy0).</li>
<li>POI: 위경도 (φo, λo), 식별정보(명칭·속성). 표고는 통상 미기록.</li>
</ul>
<h3 id="2-poi-높이-보완--최근접-측점의-실측-표고-사용">(2) POI 높이 보완 — 최근접 측점의 실측 표고 사용</h3>
<p>POI에 높이 정보가 없으므로, 측점 데이터(실측 표고 포함) 중 <strong>POI에 최근접한 측점의 실측 표고</strong>를 해당 POI의 표고로 부여한다. 선로 주변 시설물은 선로 지면 높이에 근접하므로 별도 수치표고모델(DEM) 없이 실용적 정확도를 얻는다. 대상 정표고(EL)에는 지오이드고를 가산하여 드론 고도(타원체고)와 기준면(datum)을 일치시킨다. 필요 시 POI 전용 표고 보정값(오프셋)을 부가한다.</p>
<h3 id="3-좌표-변환--위경도--평면직교tm--드론-기준-상대좌표enu">(3) 좌표 변환 — 위경도 → 평면직교(TM) → 드론 기준 상대좌표(ENU)</h3>
<p>지구 곡률로 인해 위경도(각도)로는 거리 계산이 부정확하므로, POI와 드론의 위경도를 <strong>평면직교좌표계(예: EPSG:5186 한국 TM)</strong> 로 변환하여 미터 단위 좌표를 얻고, 드론 기준 상대좌표(동-북-상, ENU)를 산출한다.</p>
<pre><code>rel = (E_o E_d offX, N_o N_d offY, z_o h_d offZ)</code></pre>
<p>(offX/offY/offZ 는 드론 위치 미세 보정 파라미터. 예: 드론에서 앞 120m, 옆 15m, 아래 30m)</p>
<h3 id="4-시선-회전--자세각으로-회전행렬-구성">(4) 시선 회전 — 자세각으로 회전행렬 구성</h3>
<p>드론 자세각(yaw, pitch, roll)으로 회전행렬을 구성하고, 상대좌표를 &#39;카메라가 보는 방향&#39; 기준 좌표로 회전한다.</p>
<pre><code>R_b2w = Rz(yaw) · Rx(pitch) · Ry(roll)
R_align = [[1,0,0],[0,0,1],[0,1,0]] (기체좌표 → 카메라좌표 축 정렬)
R_w2c = R_align · R_b2wᵀ
(Xc, Yc, Zc)ᵀ = R_w2c · rel (Zc &gt; 0 이 카메라 전방)</code></pre>
<h3 id="5-핀홀-투영--정규화-화면좌표-산출">(5) 핀홀 투영 — 정규화 화면좌표 산출</h3>
<pre><code>u = 0.5 + cx0 + (Xc / Zc) · (f / sW) (0=좌, 1=우)
v = 0.5 + cy0 + (Yc / Zc) · (f / sH) (0=상, 1=하)</code></pre>
<p>&quot;화면 위치 = 중앙 + (옆÷앞) × (초점거리÷센서)&quot;. 멀수록(Zc↑) 화면 중심에 가깝고 작게 투영되는 원근이 자연히 반영된다. (u,v)가 표시 허용 범위 내이면 해당 위치에 POI 식별정보를 오버레이한다.</p>
<h3 id="6-프레임간-보간--매끄러운-추종">(6) 프레임간 보간 — 매끄러운 추종</h3>
<p>영상 프레임율(예: 30fps)보다 화면 갱신 주기(예: 60Hz)가 높을 수 있으므로, 재생 시각에 대응하는 연속 프레임 인덱스에서 인접 프레임의 위치·자세를 선형보간(방위각은 최단각 보간)하여 중간 포즈를 만들고 상기 (3)~(5)를 재수행한다. 라벨이 매 화면 갱신마다 대상에 붙어 매끄럽게 이동한다.</p>
<h3 id="7-안정화--속도적응-평활-및-이상치-거부">(7) 안정화 — 속도적응 평활 및 이상치 거부</h3>
<ul>
<li>자세각은 인접 프레임 <strong>이동평균</strong>(회전 경계 보존형 적응 창)으로 평활.</li>
<li>화면좌표는 <strong>속도적응 지수이동평균(EMA)</strong> 으로 평활 — 이동속도가 작을수록(정지·떨림) 강하게, 클수록(실제 이동) 약하게 평활하도록 계수를 가변.</li>
<li>1프레임에 임계 이상 급이동하는 좌표는 이상치로 보고 일정 횟수 무시(이전 위치 유지).</li>
</ul>
<h3 id="8-오차-보정--드래그-역투영-현장-보정">(8) 오차 보정 — 드래그 역투영 (현장 보정)</h3>
<p>투영 위치가 실제와 어긋나는 경우, 사용자가 화면에서 POI 라벨을 <strong>마우스로 드래그</strong>하면, 드래그된 화면 좌표로부터 현재 카메라 기하를 역산(<strong>역투영</strong>)하여</p>
<ul>
<li>카메라 광선과 지면(표고면)의 교차로 POI의 위경도를 갱신하거나,</li>
<li>위경도는 고정하고 화면 세로 위치에 맞는 표고만 역산 갱신하며, 보정된 좌표를 저장하여 이후 재생에 반영한다. 한 번의 드래그로 전 구간 표출이 보정된다.</li>
</ul>
<h3 id="9-영상-fps-자동-산출-및-렌더링-분리">(9) 영상 fps 자동 산출 및 렌더링 분리</h3>
<p>fps는 비행로그의 최대 프레임번호 ÷ 영상 길이로 산출 후 표준값에 스냅(발명 1과 공통). 표시는 화면 갱신 주기로 캔버스에 수행하고, 가시성·겹침 판정 등 고부하 연산은 유휴 시간에 사전계산하여 분리한다.</p>
<h2 id="57-발명의-효과">5.7 발명의 효과</h2>
<ul>
<li>마커·SLAM·DEM 없이 <strong>비행로그 + 측량 성과만으로</strong> 정합 → 저부하, 오프라인 처리 가능.</li>
<li>높이 없는 POI도 최근접 측점 실측 표고로 <strong>즉시 3차원 투영</strong> 가능.</li>
<li>프레임율 무관 매끄러운 라벨 추종, 노이즈에 강인.</li>
<li>드래그 한 번으로 좌표 보정·저장 → 현장 운용성 우수.</li>
<li>점검·분석 시 영상 속 지점의 시설물 식별이 즉시 가능.</li>
</ul>
<h2 id="58-청구범위-초안">5.8 청구범위 (초안)</h2>
<div class="claim">
<p><strong>[청구항 1] (방법)</strong> 무인비행체로 촬영한 항공영상에 지리정보 객체(POI)를 표시하는 방법으로서, (a) 상기 항공영상의 프레임에 대응하는 무인비행체의 위치정보(위도·경도·고도) 및 자세정보(방위각·틸트각·롤각)를 획득하는 단계; (b) 상기 POI의 위경도 좌표를 평면직교좌표계로 변환하고, 상기 무인비행체를 기준으로 한 상대좌표를 산출하는 단계; (c) 상기 자세정보로부터 회전행렬을 구성하여 상기 상대좌표를 카메라 좌표계의 좌표로 변환하는 단계; (d) 상기 카메라 좌표계의 좌표를, 초점거리 및 센서 규격을 포함하는 카메라 파라미터에 기초한 핀홀 카메라 모델로 정규화 화면좌표에 투영하는 단계; 및 (e) 상기 정규화 화면좌표에 대응하는 화면 위치에 상기 POI의 식별정보를 오버레이하여 표시하는 단계; 를 포함하는, 항공영상 지리정보 표시 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 2] (높이 보완)</strong> 제1항에 있어서, 높이 정보가 없는 POI에 대하여, 위치값이 부여된 복수의 측점 중 상기 POI에 최근접한 측점의 실측 표고를 상기 POI의 표고로 부여하고, 정표고에 지오이드고를 가산하여 상기 무인비행체의 고도 기준면과 일치시키는 단계를 더 포함하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 3] (보간)</strong> 제1항에 있어서, 재생 시각에 대응하는 연속 프레임 인덱스에서 인접 프레임의 위치 및 자세를 보간하여 중간 포즈를 산출하고, 화면 갱신 주기마다 상기 (b)~(e)를 수행하여 영상 프레임율보다 높은 빈도로 표시 위치를 갱신하는 것을 특징으로 하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 4] (평활)</strong> 제1항에 있어서, 상기 정규화 화면좌표에 대해, 화면상 이동속도가 작을수록 강하게 평활하고 클수록 약하게 평활하는 속도적응 평활을 적용하여 표시 위치를 안정화하는 단계를 더 포함하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 5] (역투영 보정)</strong> 제1항에 있어서, 표시된 상기 식별정보가 사용자 입력에 의해 화면상에서 이동(드래그)되는 경우, 이동된 화면좌표와 해당 시점의 카메라 기하로부터 역투영 연산을 수행하여 상기 POI의 지리좌표 및 표고 중 적어도 하나를 갱신·저장하는 단계를 더 포함하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 6] (fps 산출)</strong> 제1항에 있어서, 프레임번호와 시간의 변환에 사용되는 프레임율을, 비행로그의 최대 프레임번호를 영상 길이로 나눈 값에 기초하여 산출하고 사전 정의된 표준 프레임율 중 근접값으로 결정하는 것을 특징으로 하는 방법.</p>
</div>
<div class="claim">
<p><strong>[청구항 7] (장치·기록매체)</strong> 제1항 내지 제6항 중 어느 한 항의 방법을 수행하도록 구성된 프로세서 및 메모리를 포함하는 항공영상 지리정보 표시 장치, 및 상기 방법을 컴퓨터에 실행시키는 프로그램이 기록된 컴퓨터로 판독 가능한 기록매체.</p>
</div>
<hr />
<h2 id="6-전체-시스템-구성-공통-실시예--통합-출원-시-시스템-청구-근거">6. 전체 시스템 구성 (공통 실시예 — 통합 출원 시 시스템 청구 근거)</h2>
<p>데이터 폴더 1개를 입력하면 드론 기록과 철도 측량 데이터가 <strong>자동 파싱·결합</strong>되어 스테이션 기반 플레이어로 동작한다.</p>
<ul>
<li><strong>입력</strong>: 데이터 폴더 (드론 생성 데이터 + 철도 측점 데이터)</li>
<li><strong>처리</strong>: 자동 파싱(인코딩 자동감지·KMZ 해제) 후 ① 시간↔︎측점 대응표 생성(발명 1) ② 좌표 투영 계산(발명 2)</li>
<li><strong>출력</strong>: 측점 스테이션바 · 영상 AR 오버레이 · 대용량 영상 재생(2GB+ 스트리밍)</li>
</ul>
<figure class="fig">
<img 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alt="전체 흐름도: 데이터 폴더 입력, 자동 파싱, 좌표·측점 계산, 화면 출력">
<figcaption>[그림 4] 전체 흐름도 — 폴더 1개로 드론 기록과 철도 측량 데이터가 자동 결합되어 측점 기반 플레이어로 동작</figcaption>
</figure>
<p>통합 출원(안 B) 선택 시, 위 구성(자동 파싱부 + 대응표 생성부 + 투영 연산부 + 표시부)을 하나의 <strong>시스템 청구항</strong>으로 묶는 방안을 변리사와 협의한다.</p>
<hr />
<h2 id="7-요약서-초안">7. 요약서 (초안)</h2>
<h3 id="발명-1-측점-기반-재생">발명 1 (측점 기반 재생)</h3>
<p>드론 항공영상 각 프레임의 GPS 위치를 측점 기준선에 수직 투영하여 연속 측점값을 산출하고, 프레임번호·시간·측점값의 대응표를 생성한다. 누적 이동거리를 가로축으로 하는 탐색바로 비이동 구간에서 커서가 정지하며, 진행 방향과 시설물을 위치 기준으로 표시하고, 입력 측점값을 시간으로 역산하여 재생 위치를 이동한다. 이로써 시간이 아닌 선로 위치(스테이션)로 영상을 직관적으로 탐색·재생한다.</p>
<h3 id="발명-2-poi-영상-정합-표시">발명 2 (POI 영상 정합 표시)</h3>
<p>드론 비행로그(위치·자세각·초점거리)와 카메라 파라미터를 이용하여, 높이 정보가 없는 POI에 최근접 측점의 실측 표고를 부여하고, 위경도를 평면직교좌표 및 드론 기준 상대좌표로 변환한 뒤 회전행렬과 핀홀 카메라 모델로 정규화 화면좌표에 투영하여 영상에 식별정보를 정합·오버레이한다. 프레임간 보간과 속도적응 평활로 안정 표시하고, 라벨 드래그 시 역투영으로 좌표를 보정·저장한다.</p>
<hr />
<h2 id="부록-a-구현-근거-소스-매핑--명세서-뒷받침용">부록 A. 구현 근거 (소스 매핑) — 명세서 뒷받침용</h2>
<table>
<thead>
<tr class="header">
<th>발명 구성요소</th>
<th>구현 파일·함수</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>GPS→측점 수직 투영, 기준선 구성</td>
<td><code>client/src/utils/chainage.ts</code><code>projectToChain</code>, <code>buildChainLine</code></td>
</tr>
<tr class="even">
<td>시간↔︎측점 대응표·이동거리축</td>
<td><code>client/src/stationbar/StationBar.tsx</code> — precompute, <code>cumFracAtTime</code>/<code>timeAtFrac</code></td>
</tr>
<tr class="odd">
<td>방향색·시설물 마커 배치</td>
<td>StationBar.tsx — <code>barSegments</code>, <code>structureMarks</code></td>
</tr>
<tr class="even">
<td>측점 검색</td>
<td>StationBar.tsx — <code>handleJumpToMileage</code></td>
</tr>
<tr class="odd">
<td>위경도→TM, ENU 상대좌표</td>
<td><code>client/src/utils/geoProjection.ts</code><code>latLonToTM</code>, <code>buildRelEnu</code></td>
</tr>
<tr class="even">
<td>회전행렬·카메라좌표·핀홀 투영</td>
<td>geoProjection.ts — <code>buildRotation</code>, <code>toCameraCoords</code>, <code>projectPoint</code></td>
</tr>
<tr class="odd">
<td>역투영(드래그 보정)·표고 역산</td>
<td>geoProjection.ts — 역투영·표고 역산 함수, <code>StationOverlay.tsx</code> 드래그 처리</td>
</tr>
<tr class="even">
<td>프레임 보간·평활</td>
<td><code>client/src/components/overlay/StationOverlay.tsx</code><code>poseAt</code>, <code>smoothFrame</code>, <code>smoothStep</code></td>
</tr>
<tr class="odd">
<td>fps 자동 산출</td>
<td>VideoPlayer.tsx — <code>effectiveFps</code></td>
</tr>
<tr class="even">
<td>POI 표고 보완(최근접 측점)</td>
<td>StationOverlay.tsx — <code>nearestCL</code></td>
</tr>
</tbody>
</table>
<h2 id="부록-b-출원-실무-유의사항">부록 B. 출원 실무 유의사항</h2>
<ul>
<li><strong>공지·사용 이력 주의</strong>: 시연·보고서 배포·웹 게시 등으로 이미 공개된 경우 신규성 상실 우려 → 공개일 확인, 필요 시 <strong>공지예외(자기공지) 12개월 이내</strong> 출원 검토.</li>
<li><strong>직무발명</strong>: 회사 소속 발명이므로 직무발명 신고·승계 절차 확인.</li>
<li><strong>명세서 뒷받침</strong>: 각 청구항 구성요소가 실시예(4.6/5.6)에 기재되어야 함(기재불비 방지).</li>
<li><strong>도면 정식화</strong>: 본 초안의 [그림 1]~[그림 4]는 설명용 컬러 개념도이므로, 출원 시 특허 도면 규격(<strong>흑백 선도, 도면부호 표기</strong>)으로 재작성 필요.</li>
<li><strong>선행기술조사 키워드</strong>: &quot;UAV video AR overlay&quot;, &quot;georeferencing video overlay&quot;, &quot;chainage based video navigation&quot;, &quot;railway inspection video station&quot;, &quot;핀홀 투영 오버레이&quot;, &quot;측점 영상 검색&quot; 등.</li>
</ul>
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