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Image-based Airborne LiDAR Point Cloud Encoding for 3D Building Model Retrieval

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Image–based Airborne LiDAR

Point Cloud Encoding for

3-D Building Model Retrieval

Yi–Chen Chen

ISPRS 23

rd

(2)
(3)

1. Created manually

2. Generated by LiDAR or photogrammetry

3. Reuse data from Internet

(4)

Basic Idea

Data/Model reuse

(5)

• An efficient tool to acquire 3-D spatial data

(6)

3-D Model Retrieval System

• For Automatic city modeling

Reuse

Reconstruction

Input

Retrieval System

(7)

What's the challenge?

Past

Now

(8)

• Develop an encoding approach for

• Point cloud

• 3-D model

• Similarity = Comparison of encoding results

(9)

Related work

• Existing studies of model retrieval

• Model–based

• View–based

• Point cloud as input

Spherical Harmonics

Funkhouser et al., 2003

Chen et al., 2003

Database SH Coefficients Query SH Coefficients Query Result Collected Models Point Cloud (input) Prepressing Spherical Harmonic Encoding

Point Cloud Encoding using Spherical Harmonics

Chen et al., 2014

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System Workflow

Database

Spatial Histogram

Query

Spatial Histogram

Query

Result

3-D Models

Point Cloud

(Input)

Image–

based

Encoding

(11)

Why to encode

(12)

Image–based Encoding

Building

Roof

Description

Geometric

Features

Spatial

Histogram

(13)

Encoding – Depth Image

• Motivation

• Less information in side parts

• More information in roof parts

Top View

(14)

Encoding – Depth Image

Max. Height

Depth Image

Building Object

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Encoding – Geometric Features

• Height feature

• Height from the ground

• Line feature

• Laplacian of Gaussian edge detection

• Eigen feature

• Planarity

(16)

Encoding – Geometric Features

Height

Line

Eigen

3–D

Model

Point

Cloud

(17)

1 2 3 4 5 6 7 8 9 10 Hi s togr a m

Encoding – Spatial Histogram

(18)

Origin Determination

Center of mass in 3–D

Rotation and translation Invariance

Center of Mass in 3–D

Center of Minimal Bounding Box

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Height Feature

Line Feature

Eigen Feature

Encoding – Spatial Histogram

1 2 3 4 5 6 7 8 9 10 P er c en ta g e Bin 1 2 3 4 5 6 7 8 9 10 P er c en ta g e Bin 1 2 3 4 5 6 7 8 9 10 P er c en ta g e Bin

(20)

Encoding Property 1

• Consistent encoding of point clouds and

building models

Height

Line

Eigen

(21)

Encoding Property 2

• Demonstration of rotation invariance

(22)

Encoding Property 3

• Demonstration of noise insensitivity

Point Cloud

(23)
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Evaluation

1. Encoding of various level-of-detail (LoD) models

2. Data retrieval from a database

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LoD – Experimental Result 1

Point Cloud

Detail-1: 1.024

Detail-2: 0.905

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LoD – Experimental Result 2

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Comparison – Data Retrieval

• Point cloud encoding for 3-D building model

retrieval

• Model–based

• Spherical harmonic function

Reference:

Chen, J.–Y., Lin, C.–H., Hsu, P.–C., and Chen, C.–H., 2014. Point cloud

encoding for 3-D building model retrieval. IEEE Trans. on Multimedia, 16(2),

pp. 337–345.

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Database – Experimental Result 1

The Proposed Method

0.38 1.87 2.21

2.21 3.48

3.82 2.44 1.91

2.50

2.08

The Compared Method

0.38 2.15 2.07 2.38 2.23

Building #1

Val. = RMSE

(29)

Database – Experimental Result 2

Building #2

The Proposed Method

2.16 7.17 8.40 5.82 7.60

5.96 5.96 5.96 6.04 7.17

The Compared Method

2.16 5.84 5.21 8.88 8.52

7.64 7.00 9.34 5.14 10.42

Val. = RMSE

(30)

Database – Experimental Result 3

Building #3

The Proposed Method

3.60 2.07 2.07 1.97 1.90

3.87 3.87 4.08 4.08 3.10

The Compared Method

4.94 4.94 2.26 4.08 5.65

Val. = RMSE

(31)

Database – Experimental Summary

The Proposed Method

Building 1

Building 2

Building 3

RMSE Avg.

1.89

6.22

3.06

Rank Diff. Sum

50

32

24

The Compared Method

Building 1

Building 2

Building 3

RMSE Avg.

2.29

7.01

5.10

Rank Diff. Sum

63

64

83

(

)

(

)

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Conclusions and Future Work

• 3-D Building models in the database and the

input point cloud can be consistently and

accurately encoded.

• Spatial histogram introduces the properties of

rotation invariance and noise insensitivity.

• A web–based model retrieval system has been

developed.

• Description of geometric shape and building

size are added for whole building.

(34)

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