|
IMAGING AND CHARACTERIZATION OF FACIAL STRAIN IN LONG VIDEO SEQUENCES
by Matthew A. Shreve, Shaun J. Canavan, Yong Zhang, John R. Sullins, and Rupali Patil
Date Submitted: June 2007
Paper
ABSTRACT
This paper presents a method for computing strain images of a
deformable object in a video sequence. The method includes
two steps: in the first step, the motion data between a pair
of video frames is generated using a robust optical flow al-
gorithm. In the second step, a strain image is computed by
applying a gradient Filter to the motion data. The efficacy
of the method was demonstrated using 30 video sequences
that captured human facial expressions under different light-
ing conditions. Several key factors and their impact on the
quality of strain images were also discussed.
Index Terms: Strain Imaging, Optical Flow, Face Video.
INTRODUCTION
Imaging objects' elastic properties based on the observed de-
formation has a broad range of applications. For example,
a large amount of research has been done in elastography for
cancer diagnosis in the breast, kidney and heart [1, 2], because
diseased tissues are correlated with change of elasticity (stiff-
ness). Measuring tissue elasticity also plays an important role
in biomechanical modeling for image registration and surgery
planning, because modeling accuracy is dependent upon the
material parameters being used [3, 4]. Strain imaging has also
found applications in damage detection in composite materi-
als [5]. Recently, dynamic strain images have been used in
face recognition and forensic investigations [6].
There are two basic approaches to image elastic proper-
ties:
- Recover the absolute values of elastic moduli by
solving an inverse problem;
- Compute strain from measured displacement (motion) and
then use the spatial variation of strain as an indicator of underlying tissue properties.
Since an inverse problem is often ill-posed and highly nonlin-
ear, the computational complexity of the first approach is rel-
atively high. Various regularization techniques must be used
in order to stabilize an inverse solution [7]. The second ap-
proach is essentially a forward problem and therefore can be
implemented with conventional image filtering methods.
Modalities that have been used in strain imaging include
ultrasonic, magnetic resonance (MR) and optical sensors. Elas-
tograms generated from ultrasonic and MR sensors are suit-
able for examining property abnormalities of internal organs.
However, ultrasonic images are plagued by artifacts while
high resolution MR images are more expensive. In addition,
the imaging devices are often designed to be operated in a
well-controlled clinical environment, which restrict their us-
age to medical fields only.
In this paper, we propose a strain imaging method that is
based on the optical flow technique and the gradient filtering.
The proposed method has several advantages:
- It is efficient and can be used to process large amounts
of video in a reasonable time framework. With further
optimization, it can also be considered for real time ap-
plications.
- Video data can be acquired using optical camcorders.
Strain images derived from those videos are adequate
for many applications. The method can be used in both
indoor and outdoor settings. For example, it can be
used to monitor the structural fatigue and damage of
endangered bridges and buildings. It can also be used
to test the strength and durability of fabrics and other
man-made materials.
- Because of its non-invasive nature, the proposed method
can be applied to areas besides facial strain analysis.
For example, it is particularly suited for skin cancer di-
agnosis and quantitative assessment of burn scars.
References
- J. Bishop A. Samani and D. B. Plewes, A constrained
modulus reconstruction technique for breast cancer as-
sessment, IEEE Transactions on Med. Imag., vol. 20,
pp. 877-885, 2001.
- J. D'hooge E.E. Konofagou and J. Ophir, Myocar-
dial elastography - a feasibility study, Ultrasound in
Medicine and Biology, vol. 28, pp. 475-482, 2002.
- F. I. Parke and K. Waters, Computer Facial Animation,
A.K. Peters, Wellesley, Massachusetts, 1997.
- F. R. Carls D. F. von Buren G. Fankhauser R. M. Koch,
M. H. Gross and Y. I. H. Parish, Simulating facial
surgery using ?nite element models, in Proceedings
of SIGGRAPH, 1996, pp. 421-428.
- M. Johnson M. Kunzler, E. Udd and K. Mildenhall,
Use of multidimensional fiber grating strain sensors
for damage detection in composite pressure vessels, in
Proceedings of the SPIE, 2005, vol. 5758, pp. 83-92.
- xxxx xxxx xxxx, xxxx, Facial strain pattern as a
soft forensic evidence, in Proceedings of WACV-2007,
Austin, Texas, Feb. 2007 (to appear).
- F. Kallel and M. Bertrand, Tissue elasticity reconstruc-
tion using linear perturbation method, IEEE Trans.
Medical Imaging, vol. 15, pp. 299-313, 1996.
- B.K.P. Horn and B.G. Schunck, Determining optical
flow, AI Memo 572. MIT, 1980.
- D. J. Fleet J. L. Barron and S. S. Beauchemin, Perfor-
mance of optical ?ow techniques, International Jour-
nal of Computer Vision, vol. 12, no. 1, pp. 43-77, 1994.
- M. J. Black and P. Anandan, The robust estimation
of multiple motions: Parametric and piecewise-smooth
flow flelds, Computer Vision and Image Understand-
ing, vol. 63, no. 1, pp. 75-104, 1996.
|