博碩士論文 109322092 詳細資訊




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姓名 呂振永(Chen-Yung Lu)  查詢紙本館藏   畢業系所 土木工程學系
論文名稱 以高解析衛星影像輔以深度學習建置三維房屋模型
(3D Building Model Reconstruction Using High Resolution Satellite Images with Deep Learning Analysis)
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摘要(中) 三維房屋模型可利用多種遙測技術所產生之資料進行建置,如衛星、無人飛行載具、航空測量及光達點雲等,而各方法皆有對於三維房屋模型建置的優缺點。近年來,衛星影像的空間解析度逐漸提高,已達數十公分等級,致使利用衛星影像建置三維房屋模型也逐漸受到討論。雖然衛星影像解析度與航測影像或光達點雲資料仍有差距,但衛星影像的涵蓋範圍廣、時間解析度高,因此對於建置三維房屋模型,仍有一定的優勢。
本研究主要針對以高解析光學衛星影像進行影像分析,並建立符合OGC CityGML LOD1等級之三維房屋模型。研究中應用深度學習,從衛星影像自動萃取出房屋平面圖(Building Footprints),並去除過小或不屬於房屋的多餘區域,之後利用最小包絡矩形(Minimum Bounding Rectangle, MBR)技術、正規化(Regularization)及約化(Generalization)處理後,塑形出較規律及方正的房屋多邊形。最後,匯入數值表面模型(Digital Surface Model, DSM),在每棟房屋上層萃取附屬結構物,並利用其高程資料與RANSAC (RANdom SAmple Consensus)演算法擬合各多邊形高度,以建立積木式三維房屋模型。
經過各項校正處理與去除異常值後,三維房屋模型平面(X、Y)誤差可達4.044公尺;高程(Z)誤差可達1.517公尺。由於衛星影像解析度較不足以建立複雜的屋頂模型,故建置模型之屋頂屬於平頂,精度符合OGC CityGML LOD1規範。後續三維房屋模型可應用於多種用途,如都市計畫、國土監測、災害重建、三維房屋模擬等,提供更接近真實世界的多元三維應用。
摘要(英) Three-dimensional building models can be reconstructed using data generated by a variety of remote sensing techniques, such as satellite, UAV, aerial survey, LiDAR point clouds, etc. Each method has advantages and disadvantages for the reconstruction of 3D building models. In recent years, the spatial resolution of satellite imagery has gradually improved, reaching tens of centimeters (cm) level, resulting in the use of satellite imagery to reconstruct 3D building models has gradually been discussed. Although there is still a gap between the spatial resolution of satellite imagery and aerial imagery or LiDAR point cloud data, satellite imagery has a wide coverage and high temporal resolution, so there are still certain advantages for reconstructing 3D building models.
This research focuses on image analysis based on high resolution optical satellite imagery and 3D building models reconstruction with an accuracy of the OGC CityGML LOD1 level. Deep learning technique is applied in this study to automatically extract building footprints from satellite images and remove excess areas that are too small or not buildings. Next, Minimum Bounding Rectangle (MBR), regularization and generalization processing are utilized to shape the more regular and square building polygons. Finally, the Digital Surface Model (DSM) is incorporated to extract sub-structures on the upper floor of each building, and the elevation data is used to fit the height of each polygon with the RANSAC (RANdom SAmple Consensus) algorithm to reconstruct block-based 3D building models.
After various corrections and the removal of outliers, the plane (X, Y) error and the elevation (Z) error of 3D building models can reach 4.044 m and 1.517 m respectively. Since the spatial resolution of satellite imagery is not enough to generate complex roof models, the roofs of reconstructed 3D building models is flat roofs, and the accuracy conforms to the OGC CityGML LOD1 specification. Subsequent 3D building models can be applied to a great deal of purposes, such as urban planning, land monitoring, disaster reconstruction, 3D building simulation, etc., providing a variety of 3D applications closer to the real world.
關鍵字(中) ★ 高解析光學衛星影像
★ 房屋平面圖
★ 最小包絡矩形技術
★ 正規化處理
★ 約化處理
★ 積木式三維房屋模型
關鍵字(英) ★ High resolution optical satellite imagery
★ Building footprints
★ Minimum Bounding Rectangle (MBR)
★ Regularization
★ Generalization
★ Block-based 3D building models
論文目次 摘要 I
Abstract III
致謝 V
目錄 VI
圖目錄 VIII
表目錄 XII
第一章 緒論 1
1-1 研究背景 1
1-2 研究動機與目的 3
1-3 論文架構 5
第二章 文獻回顧 6
2-1 房屋平面圖萃取 6
2-1-1 卷積神經網路 7
2-1-2 房屋平面位置萃取方法 13
2-2 房屋多邊形處理 15
2-3 三維房屋模型 20
第三章 研究方法 23
3-1 研究方法概述 23
3-2 深度學習模型 25
3-2-1 影像前處理 25
3-2-2 神經網路模型 27
3-2-3 激活函數(Activation Function) 29
3-2-4 損失函數(Loss Function)及最優化方法(Optimizer) 31
3-3 濾除非房屋區域 33
3-4 最小包絡矩形 37
3-5 正規化處理(Regularization) 40
3-6 約化處理(Generalization) 43
3-7 房屋多邊形對齊道路 45
3-8 上部結構物萃取 47
3-9 RANSAC擬合多邊形高度 49
第四章 研究成果與分析 52
4-1 研究介紹 52
4-1-1 研究區域介紹 53
4-1-2 研究資料 54
4-2 研究成果 59
4-2-1 深度學習模型成果 59
4-2-2 濾除非房屋區域 68
4-2-3 規律之房屋平面多邊形 72
4-2-4 上部結構物 81
4-2-5 積木式三維房屋模型 83
4-3 成果分析與討論 87
4-3-1 三維房屋模型精度檢核 87
4-3-2 不同方法或資料比較 96
第五章 結語與建議 102
參考文獻 106
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指導教授 蔡富安(Fuan Tsai) 審核日期 2022-1-20
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