
Multi-dimensional Imaging
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Content
About the Editors xv
List of Contributors xvii
Preface xxi
Acknowledgments xxiii
Part I MULTI-DIMENSIONAL DIGITAL HOLOGRAPHIC TECHNIQUES
1 Parallel Phase-Shifting Digital Holography 3
Yasuhiro Awatsuji
1.1 Chapter Overview 3
1.2 Introduction 3
1.3 Digital Holography and Phase-Shifting Digital Holography 4
1.4 Parallel Phase-Shifting Digital Holography 6
1.5 Experimental Demonstration of Parallel Phase-Shifting Digital Holography 8
1.6 High-Speed Parallel Phase-Shifting Digital Holography System 12
1.7 Single-Shot Femtosecond-Pulsed Parallel Phase-Shifting Digital Holography System 14
1.8 Portable Parallel Phase-Shifting Digital Holography System 17
1.9 Functional Extension of Parallel Phase-Shifting Digital Holography 17
1.10 Prospects and Conclusion 20
2 Imaging and Display of Human Size Scenes by Long Wavelength Digital Holography 25
Massimiliano Locatelli, Eugenio Pugliese, Melania Paturzo, Vittorio Bianco, Andrea Finizio, Anna Pelagotti, Pasquale Poggi, Lisa Miccio, Riccardo Meucci and Pietro Ferraro
2.1 Introduction 25
2.2 Digital Holography Principles 25
2.3 Infrared Digital Holography 33
2.4 Latest Achievements in IRDH 34
2.5 Conclusion 46
3 Digital Hologram Processing in On-Axis Holography 51
Corinne Fournier, Loïc Denis, Mozhdeh Seifi and Thierry Fournel
3.1 Introduction 51
3.2 Model of Hologram Image Formation 52
3.3 DH Reconstruction Based on Back Propagation 56
3.4 Hologram Reconstruction Formulated as an Inverse Problem 57
3.5 Estimation of Accuracy 64
3.6 Fast Processing Algorithms 65
3.7 Conclusion 69
4 Multi-dimensional Imaging by Compressive Digital Holography 75
Yair Rivenson, Adrian Stern, Joseph Rosen, and Bahram Javidi
4.1 Introduction 75
4.2 Compressive Sensing Preliminaries 76
4.3 Conditions for Accurate Reconstruction of Compressive Digital Holographic Sensing 79
4.4 Applications of Compressive Digital Holographic Sensing 84
4.5 Conclusion 96
5 Dispersion Compensation in Holograms Reconstructed by Femtosecond Light Pulses 101
Omel Mendoza-Yero, Jorge Pérez-Vizcaíno, Lluís Martínez-León, Gladys Mínguez-Vega, Vicent Climent, Jesús Lancis and Pedro Andrés
5.1 Introduction 101
5.2 Fundamental Features of the DCM 102
5.3 Holographic Applications of the DCM with Ultrafast Light Pulses 115
5.4 Conclusion 122
Part II BIOMEDICAL APPLICATIONS AND MICROSCOPY
6 Advanced Digital Holographic Microscopy for Life Science Applications 129
Frank Dubois, Ahmed El Mallahi, Christophe Minetti and Catherine Yourassowsky
6.1 Introduction 129
6.2 DHM Configurations 130
6.3 Automated 3D Holographic Analysis 135
6.4 Applications 139
6.5 Conclusion 148
7 Programmable Microscopy 153
Tobias Haist, Malte Hasler, Wolfang Osten and Michal Baranek
7.1 Introduction 153
7.2 Optical Design Considerations and Some Typical Setups 154
7.3 Liquid Crystal Spatial Light Modulator 158
7.4 Aberration Correction 160
7.5 Phase Contrast Imaging 163
7.6 Stereo Microscopy 168
7.7 Conclusion 169
8 Holographic Three-Dimensional Measurement of an Optically Trapped Nanoparticle 175
Yoshio Hayasaki
8.1 Introduction 175
8.2 Experimental Setup 177
8.3 Experimental Results of 3D Position Measurement of Nanoparticles 182
8.4 Twilight Field Technique for Holographic Position Detection of Nanoparticles 188
8.5 Conclusion 191
9 Digital Holographic Microscopy: A New Imaging Technique to Quantitatively Explore Cell Dynamics with Nanometer Sensitivity 197
Pierre Marquet and Christian Depeursinge
9.1 Chapter Overview 197
9.2 Introduction 198
9.3 Holographic Techniques 200
9.4 Cell Imaging with Digital Holographic Quantitative Phase Microscopy 206
9.5 Future Issues 213
10 Super Resolved Holographic Configurations 225
Amihai Meiri, Eran Gur, Javier Garcia, Vicente Micó, Bahram Javidi and Zeev Zalevsky
10.1 Introduction 225
10.2 Digital Holography 226
10.3 Metal Nanoparticles 227
10.4 Resolution Enhancement in Digital Holography 229
10.5 Field of View Enhancement in Digital Holography 231
10.6 Eliminating the DC Term and the Twin Images 233
10.7 Additional Applications 235
Part III MULTI-DIMENSIONAL IMAGING AND DISPLAY
11 Three-Dimensional Integral Imaging and Display 243
Manuel Martínez-Corral, Adrián Dorado, Anabel LLavador, Genaro Saavedra and Bahram Javidi
11.1 Introduction 243
11.2 Basic Theory 245
11.3 The Plenoptic Function 246
11.4 Methods for the Capture of the Plenoptic Field 249
11.5 Walking in Plenoptic Space 255
11.6 Reconstruction of Intensity Distribution in Different Depth Planes 257
11.7 Implementation of the Integral Imaging Display Device 261
11.8 Conclusion 262
12 Image Formats of Various 3-D Displays 267
Jung-Young Son, Chun-Hea Lee, Wook-Ho Son, Min-Chul Park and Bahram Javidi
12.1 Chapter Overview 267
12.2 Introduction 268
12.3 Multiplexing Schemes 269
12.4 Image Formats for 3-D Imaging 271
13 Ray-based and Wavefront-based 3D Representations for Holographic Displays 303
Masahiro Yamaguchi and Koki Wakunami
13.1 Introduction 303
13.2 Ray-based and Wavefront-based 3D Displays 303
13.3 Conversion between Ray-based and Wavefront 3D Representations 307
13.4 Hologram Printer Based on a Full-Parallax Holographic Stereogram 308
13.5 Computational Holography Using a Ray-Sampling Plane 310
13.6 Occlusion Culling for Computational Holography Using the Ray-Sampling Plane 313
13.7 Scanning Vertical Camera Array for Computational Holography 315
13.8 Conclusion and Future Issues 323
14 Rigorous Diffraction Theory for 360 Computer-Generated Holograms 327
Toyohiko Yatagai, Yusuke Sando and Boaz Jessie Jackin
14.1 Introduction 327
14.2 Three-Dimensional Object and Its Diffracted Wavefront 328
14.3 Point-Spread Function Approach for Spherical Holography 333
14.4 Rigorous Point-Spread Function Approach 336
14.5 Conclusion 346
Part IV SPECTRAL AND POLARIMETRIC IMAGING
15 High-Speed 3D Spectral Imaging with Stimulated Raman Scattering 351
Yasuyuki Ozeki and Kazuyoshi Itoh
15.1 Introduction 351
15.2 Principles and Advantages of SRS Microscopy 352
15.3 Spectral Imaging with SRS 358
15.4 High-Speed Spectral Imaging 360
15.5 Summary 367
16 Spectropolarimetric Imaging Techniques with Compressive Sensing 371
Fernando Soldevila, Esther Irles, Vicente Durán, Pere Clemente, Mercedes Fernández-Alonso, Enrique Tajahuerce and Jesús Lancis
16.1 Chapter Overview 371
16.2 Single-Pixel Imaging and Compressive Sensing 372
16.3 Single-Pixel Polarimetric Imaging 373
16.4 Single-Pixel Multispectral Imaging 377
16.5 Single-Pixel Spectropolarimetric Imaging 382
16.6 Conclusion 388
17 Passive Polarimetric Imaging 391
Daniel A. LeMaster and Michael T. Eismann
17.1 Introduction 391
17.2 Representations of Polarized Light 392
17.3 Polarized Reflection and Emission 397
17.4 Atmospheric Contributions to Polarimetric Signatures 404
17.5 Data Reduction Matrix Analysis of Modulated Polarimeters 411
17.6 Fourier Domain Analysis of Modulated Polarimeters 417
17.7 Radiometric and Polarimetric Calibration 421
17.8 Polarimetric Target Detection 424
Index 429
Chapter 1
Parallel Phase-Shifting Digital Holography
Yasuhiro Awatsuji
Division of Electronics, Kyoto Institute of Technology, Japan
1.1 Chapter Overview
Parallel phase-shifting digital holography is a technique capable of not only instantaneously measuring the three-dimensional (3D) field but also motion picture measurement of time evolution in the 3D field. The recording and reconstruction flow of this technique are described. The technique has been experimentally demonstrated by a parallel phase-shifting digital holography system using a normal-speed camera, which lead to a high-speed camera being constructed and used so that 3D motion and phase motion picture capture were demonstrated at the rate of up to 262 500 frames per second (fps). As an ultrafast phase imaging technique, a parallel phase-shifting digital holography system using a femtosecond pulsed laser has been experimentally demonstrated. A portable parallel phase-shifting digital holography system will also be introduced here. Finally some function-extended parallel phase-shifting digital holography will be mentioned for the purpose of motion picture-measurement of 3D and color, 3D and spectral characteristics, 3D and polarization characteristics, and 3D motion picture microscopy.
1.2 Introduction
Holography is a technique for recording and reconstructing perfect wavefronts of objects [1]. The technique actively investigates not only three-dimensional (3D) displays but also 3D measurement of objects. In this technique, the complex amplitude distribution of an object is recorded as a form of an interference fringe image. The complex amplitude distribution consists of amplitude and phase distributions of objects, and can provide a 3D image. In conventional holography, a high-resolution photosensitive material, called the holographic plate, is used to record the interference fringe image. The medium in which the interference fringe image is recorded is the hologram.
Recently, there has been a great deal of progress in image sensors such as charge-coupled devices (CCDs) and complementary metal-oxide semiconductor (CMOS) image sensors, and such devices have been used in holography in place of holographic plates. Holography using image sensors is called digital holography [2, 3]. Digital holography has the following attractive features: it does not require a wet and chemical process for developing; quantitative evaluation is easy for 3D images of objects; and focused images of 3D objects at the desired depth can be instantaneously recorded without a mechanical focusing process. Also, this technique can quantitatively provide phase distribution of an object. Thus, digital holography can serve as a quantitative 3D and phase-imaging video camera. The technique is used in many fields such as shape and deformation measurement, particle measurement, microscopy, endoscopy, object recognition, information security, and so on.
Since the pixel size and pixel pitch of image sensors are too large to record fine interference fringes that would be recorded on a photographic plate, in-line digital holography is frequently applied. In in-line digital holography, the object and reference waves almost orthogonally irradiate the image sensor. Indeed, in-line digital holography allows instantaneous measurement of the object wave in principle, but the reconstructed image is degraded because the undesired images are superimposed on the desired object wave. To obtain just the object wave, phase-shifting digital holography has been proposed [4].
Although phase-shifting digital holography can only derive the complex amplitude of an object wave at an arbitrary depth, it needs multiple holograms to reconstruct the object wave free of undesired images. The multiple holograms are sequentially recorded by using reference waves with different phase retardations. Indeed phase-shifting digital holography allows reconstruction of a clear object wave, but is useless for instantaneous measurement of moving objects. To achieve a phase-shifting method that can perform instantaneous measurement, parallel phase-shifting digital holography has been investigated [5-27]. The technique uses an ingenious arrangement of image sensor pixels and a phase-shifting array device.
In this chapter, the basic concept and processing flow of parallel phase-shifting digital holography are explained. Three parallel phase-shifting digital holography experimental systems and their results are described [23-26]. Also, a portable system based on parallel phase-shifting digital holography is introduced [27]. Finally, some function-extended parallel phase-shifting digital holography techniques are mentioned [28-35].
1.3 Digital Holography and Phase-Shifting Digital Holography
Digital holography is a technique for recording the interference fringe image by an image sensor and reconstructing the complex amplitude distribution of an object by computer [2, 3]. A schematic of a system setup of digital holography is shown in Fig. 1.1. Generally, a laser is used as the optical source. A laser beam is divided into two beams. One beam illuminates the object and the beam scattered from the object is called the object wave. The object wave irradiates the image sensor. The other beam illuminates the image sensor directly and this beam is called a reference wave. An interference fringe image is generated by the object and reference waves and captured with the image sensor. The captured interference image is called a digital hologram. The complex amplitude distribution of the object is numerically reconstructed from the digital hologram by computer. Therefore, one instantaneous 3D image of an object can be reconstructed from a single hologram. By sequential capturing of holograms with a camera, a 3D motion picture image of the object can be recorded.
Figure 1.1 Schematic diagram of digital holography
To reconstruct the image in digital holography, a diffraction integral is generally applied to the hologram recorded with the image sensor. Although the use of only the diffraction integral is the simplest calculation scheme used to reconstruct the image and allows instantaneous measurement, the reconstructed image is degraded because the undesired images, which are the non-diffraction wave and the conjugate image, are superimposed on the desired object wave, which forms the image of the object. To extract just the object wave, phase-shifting digital holography has been proposed [4].
Figure 1.2 shows the optical setup schematic for phase-shifting digital holography [4]. More than two holograms are sequentially recorded using reference waves with different phase retardations. A method of four-step phase-shifting of the reference wave, such as 0, p/2, p, and 3p/2, is frequently adopted for phase-shifting digital holography. Usually, the retardation is sequentially changed by using a piezoelectric-transducer (PZT) mirror or wave plates. Indeed phase-shifting digital holography can only derive the complex amplitude of an object wave and is useless for moving objects. To obtain a clear reconstructed 3D image of moving objects, parallel phase-shifting digital holography has been proposed [5-27].
Figure 1.2 Schematic diagram of phase-shifting digital holography
1.4 Parallel Phase-Shifting Digital Holography
The essence of parallel phase-shifting digital holography [5-27] is a single-shot technique for implementing phase-shifting digital holography. The single-shot technique uses a single image sensor and space-division multiplexing of holograms. Figure 1.3 shows a schematic diagram of the principle of parallel phase-shifting digital holography. Multiple holograms needed for phase-shifting digital holography are stuffed into a single hologram by using space-division multiplexing of the holograms pixel by pixel. To implement the multiplexing of the holograms, several ideas have been proposed. A micro phase-retarder array such as the micro glass-plate array is inserted in the reference wave path and imaged onto the image sensor [5]. High light efficiency is achieved by this arrangement, but precise alignment of the optical system for imaging of the micro phase-retarder array onto the image sensor pixel by pixel is needed. To make alignment easy, a spatial light modulator (SLM) consisting of a liquid crystal is used in the micro phase-retarder array [17]. Also a micro polarization-element array was proposed to achieve the multiplexing of the holograms. In this arrangement, a micro polarization-element array is attached to the image sensor [6, 13, 16, 23-27]. The directions of the transmission axes of the micro polarizer array are alternately changed pixel by pixel. 2 × 2 configuration [5-7, 11] and 2 × 1 configuration [10, 11, 13, 14] of the unit of micro polarizer array have been reported for parallel four-step and parallel two-step phase-shifting digital holography, respectively. Light efficiency of this arrangement is lower than that using a micro phase-retarder array, but alignment of the optical element in the parallel phase-shifting digital holography system is quite easy.
Figure 1.3 Schematic diagram of principle of parallel phase-shifting digital holography
Figure 1.4 shows a schematic diagram of a flow for image reconstruction in parallel phase-shifting digital holography. This figure shows one example of the implementation of parallel four-step-phase-shifting...
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