Journal of Peking University (Health Sciences) ›› 2022, Vol. 54 ›› Issue (1): 134-139. doi: 10.19723/j.issn.1671-167X.2022.01.021

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Deep learning-assisted construction of three-demensional facial midsagittal plane

ZHU Yu-jia1,2,XU Qing3,ZHAO Yi-jiao1,2,ZHANG Lei1,2,FU Zi-wang3,WEN Ao-nan1,2,GAO Zi-xiang1,2,ZHANG Jun4,FU Xiang-ling3,(),WANG Yong1,2,()   

  1. 1. Center of Digital Dentistry, Peking University School and Hospital of Stomatology & National Center of Stomatology & National Clinical Research Center for Oral Diseases & National Engineering Laboratory for Digital and Material Technology of Stomatology & Beijing Key Laboratory of Digital Stomatology & NHC Research Center of Engineering and Technology for Computerized Dentistry & NMPA Key Laboratory for Dental Materials, Beijing 100081, China
    2. Department of Prosthodontics, Peking University School and Hospital of Stomatology, Beijing 100081, China
    3. School of Computer Science, Beijing University of Posts and Telecommunications(National Pilot Software Engineering School), Beijing 100876, China
    4. Department of Geriatric Dentistry, Lanzhou Stomatological Hospital, Lanzhou 730000, China
  • Received:2021-10-10 Online:2022-02-18 Published:2022-02-21
  • Contact: Xiang-ling FU,Yong WANG E-mail:fuxiangling@bupt.edu.cn;kqcadc@bjmu.edu.cn
  • Supported by:
    National Natural Science Foundation of China(81870815);National Natural Science Foundation of China(82071171);National Key Research and Development Program of Gansu Province(21YF5FA165)

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Abstract:

Objective: To establish a deep learning algorithm that can accurately determine three-dimensional facial anatomical landmarks, multi-view stacked hourglass convolutional neural networks (MSH-CNN) and to construct three-dimensional facial midsagittal plane automatically based on MSH-CNN and weighted Procrustes analysis algorithm. Methods: One hundred subjects with no obvious facial deformity were collected in our oral clinic. Three-dimensional facial data were scanned by three-dimensional facial scanner. Experts annotated twenty-one facial landmarks and midsagittal plane of each data. Eighty three-dimensional facial data were used as training set, to train the MSH-CNN in this study. The overview of MSH-CNN network architecture contained multi-view rendering and training the MSH-CNN network. The three-dimensional facial data were rendered from ninety-six views that were fed to MSH-CNN and the output was one heatmap per landmark. The result of the twenty-one landmarks was accurately placed on the three-dimensional facial data after a three-dimensional view ray voting process. The remaining twenty three-dimensional facial data were used as test set. The trained MSH-CNN automatically determined twenty-one three-dimensional facial anatomical landmarks of each case of data, and calculated the distance between each MSH-CNN landmark and the expert landmark, which was defined as position error. The midsagittal plane of the twenty subjects’ could be automatically constructed, using the MSH-CNN and Procrustes analysis algorithm. To evaluate the effect of midsagittal plane by automatic method, the angle between the midsagittal plane constructed by the automatic method and the expert annotated plane was calculated, which was defined as angle error. Results: For twenty subjects with no obvious facial deformity, the average angle error of the midsagittal plane constructed by MSH-CNN and weighted Procrustes analysis algorithm was 0.73°±0.50°, in which the average position error of the twenty-one facial landmarks automatically determined by MSH-CNN was (1.13±0.24) mm, the maximum position error of the orbital area was (1.31±0.54) mm, and the minimum position error of the nasal area was (0.79±0.36) mm. Conclusion: This research combines deep learning algorithms and Procrustes analysis algorithms to realize the fully automated construction of the three-dimensional midsagittal plane, which initially achieves the construction effect of clinical experts. The obtained results constituted the basis for the independent intellectual property software development.

Key words: Midsagittal plane, Deep learning, Procrustes analysis

CLC Number: 

  • R783.2

Figure 1

Anatomic landmarks of three-dimensional facial data Ex, exocanthion; Ala, alare; Sal, subalare; Cph, crista philtre; Ch, cheilion; Gn, gnathion; Su, superciliary ridge; Pu, pupil; En, endocanthion; Prn, pronasale; Sn, subnasale; Ls, labiale superius; Li, labiale inferius."

Figure 2

Multi-view stacked hourglass convolutional neural networks MSH-CNN, multi-view stacked hourglass convolutional neural networks; 3D, three-dementional."

Figure 3

Twenty-one three-dimensional facial anatomical landmarks automatically determined by multi-view stacked hourglass convolutional neural networks A, right lateral view; B, front view; C, left lateral view."

Figure 4

Determining the midsagittal plane based on the multi-view stacked hourglass convolutional neural networks The red plane signifies the ground truth plane, the green plane constructed by the multi-view stacked hourglass convolutional neural networks algorithm."

[1] O’Grady K, Antonyshyn O. Facial asymmetry: three-dimensional analysis using laser surface scanning[J]. Plast Reconstr Surg, 1999, 104(4):928-937.
doi: 10.1097/00006534-199909020-00006
[2] Silva BP, Mahn E, Stanley K, et al. The facial flow concept: an organic orofacial analysis-the vertical component[J]. J Prosthet Dent, 2019, 121(2):189-194.
doi: 10.1016/j.prosdent.2018.03.023
[3] Staderini E, Patini R, Camodeca A, et al. Three-dimensional assessment of morphological changes following nasoalveolar molding therapy in cleft lip and palate patients: a case report[J]. Dent J, 2019, 7(1):27-33.
doi: 10.3390/dj7010027
[4] 郭宏铭, 白玉兴, 周立新, 等. 北京地区正常牙合面部软组织不对称性的三维测量研究[J]. 北京口腔医学, 2006, 14(1):50-52.
[5] Hartmann J, Meyer-Marcotty P, Benz M, et al. Reliability of a method for computing facial symmetry plane and degree of asymmetry based on 3D-data[J]. J Orofac Orthop, 2007, 68(6):477-490.
pmid: 18034288
[6] Klingenberg CP, Barluenga M, Meyer A. Shape analysis of symmetric structures: quantifying variation among individuals and asymmetry[J]. Evolution, 2002, 56(10):1909-1920.
pmid: 12449478
[7] 熊玉雪, 杨慧芳, 赵一姣, 等. 两种评价面部三维表面数据不对称度方法的比较[J]. 北京大学学报(医学版), 2015, 47(2):340-343.
[8] Zhu YJ, Zheng SW, Yang GS, et al. A novel method for 3D face symmetry reference plane based on weighted Procrustes analysis algorithm[J]. Bmc Oral Health, 2020, 20(1):1-11.
doi: 10.1186/s12903-019-0991-2
[9] 朱玉佳, 赵一姣, 郑盛文, 等. 基于赋权形态学分析的三维面部对称参考平面构建方法[J]. 北京大学学报(医学版), 2020, 53(1):220-226.
[10] de Mom E, Chapuis J, Pappas I, et al. Automatic extraction of the mid-facial plane for cranio-maxillofacial surgery planning[J]. Int J Oral Max Surg, 2006, 35(7):636-642.
doi: 10.1016/j.ijom.2006.01.028
[11] Benz M, Laboureux X, Maier T, et al. The symmetry of faces[C]. Germany: Aka GmbH, 2002.
[12] 田凯月. 下颌前突偏斜畸形数字化矫治方案设计[D]. 北京:北京大学医学部, 2015.
[13] Xiong YX, Zhao YJ, Yang HF, et al. Comparison between interactive closest point and procrustes analysis for determining the median sagittal plane of three-dimensional facial data[J]. J Craniofac Surg, 2016, 27(2):441-444.
doi: 10.1097/SCS.0000000000002376
[14] Zelditch, Leah M. Geometric morphometrics for biologists: a primer [M]. New York and London: Elsevier Academic Press, 2004: 293-319.
[15] Katina S, Mcneil K, Ayoub A, et al. The definitions of three-dimensional landmarks on the human face: an interdisciplinary view[J]. J Anat, 2016, 228(3):355-365.
doi: 10.1111/joa.2016.228.issue-3
[16] Agbolade O, Nazri A, Yaakob R, et al. Homologous multi-points warping: an algorithm for automatic 3D facial landmark[C]. China: Institute of Electrical and Electronics Engineers, 2019.
[17] Creusot C, Pears N, Austin J. A machine-learning approach to keypoint detection and landmarking on 3D meshes[J]. Int J Comput Vision, 2013, 102(1/2/3):146-179.
doi: 10.1007/s11263-012-0605-9
[18] Su H, Maji S, Kalogerakis E, et al. Multi-view convolutional neural networks for 3D shape recognition[C]. Chile: Institute of Electrical and Electronics Engineers, 2015.
[19] Paulsen RR, Juhl KA, Haspang TM, et al. Multi-view consensus CNN for 3D facial landmark placement[C]. Australia: Springer, 2018.
[20] Ding ML, Fan Y, Qin M, et al. Facial morphological changes following denture treatment in children with hypohidrotic ectodermal dysplasia[J]. Pediatr Dent, 2020, 42(4):315-320.
[21] 萧宁, 王勇, 赵一姣. 三维颜面部软组织正中矢状面确定方法的研究进展[J]. 中华口腔医学杂志, 2018, 53(7):495-499.
[22] Erten O, Yilmaz BN. Three-dimensional imaging in orthodontics[J]. Turk J Orthod, 2018, 31(3):86-94.
doi: 10.5152/TurkJOrthod.
[23] 王斯维, 杨慧芳, 赵一姣, 等. 3种生成大视野锥形束CT数据正中矢状面方法的比较[J]. 北京大学学报(医学版), 2016, 48(2):330-335.
[1] ZHU Yu-jia,ZHAO Yi-jiao,ZHENG Sheng-wen,WEN Ao-nan,FU Xiang-ling,WANG Yong. A method for constructing three-dimensional face symmetry reference plane based on weighted shape analysis algorithm [J]. Journal of Peking University (Health Sciences), 2021, 53(1): 220-226.
[2] XIONG Yu-Xue, Yang-Hui-Fang, Zhao-Yi-Jiao, WANG Yong. Comparison of two kinds of methods evaluating the degree of facial asymmetry by three-dimensional data [J]. Journal of Peking University(Health Sciences), 2015, 47(2): 340-343.
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