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9783527319992

Periodic Materials and Interference Lithography For Photonics, Phononics and Mechanics

by ;
  • ISBN13:

    9783527319992

  • ISBN10:

    3527319999

  • Edition: 1st
  • Format: Hardcover
  • Copyright: 2008-11-24
  • Publisher: Wiley-VCH

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Summary

Written by the department head of materials science and engineering at MIT, this concise and stringent introduction takes readers from the fundamental theory to in-depth knowledge.It sets out with a theoretical scheme for the design of desirable periodic structures, then presents the experimental techniques that allow for fabrication of the periodic structure and exemplary experimental data. Subsequently, theory and numerical data are used to demonstrate how these periodic structures control the photonic, acoustic, and mechanical properties of materials, concluding with examples from these three important fields of applications.The result is must-have knowledge for both beginners and veterans in the field.

Author Biography

Martin Maldovan is currently a Post Doctoral Associate in the Department of Materials Science and Engineering at the Massachusetts Institute of Technology in Cambridge, Massachusetts, USA. He received his B.S. in Physics from the University of Buenos Aires, Argentina , and his M.S. and Ph.D. in Materials Science from the Massachusetts Institute of Technology. Dr. Martin Maldovan has authored numerous scientific publications in the fields of photonics, phononics and mechanics and obtained the 2006 Scientific Writing Award to Professionals in Acoustics from the Acoustical Society of America.

Edwin L. Thomas is currently the Department Head of Materials Science and Engineering at the Massachusetts Institute of Technology in Cambridge, Massachusetts, USA. He received his B.S. in Mechanical Engineering and Engineering Science from the University of Massachusetts and his Ph.D. in Materials Science from Cornell University. Professor Thomas has authored over 300 scientific publications and has received numerous scientific awards, including the Special Creativity Award of the National Science Foundation (1996 and 1988), the High Polymer Physics Prize of the American Physical Society (1991), and the American Chemical Society Creative Polymer Chemist Award (1985).

Table of Contents

Prefacep. XI
Introductionp. XIII
Theoryp. 1
Structural Periodicityp. 3
Nonperiodic versus Periodic Structuresp. 4
Two-dimensional Point Latticesp. 6
Three-dimensional Point Latticesp. 10
Primitive and Nonprimitive Unit Cellsp. 14
Mathematical Description of Periodic Structuresp. 16
Fourier Seriesp. 20
Fourier Series for Two-dimensional Periodic Functionsp. 20
Fourier Series for Three-dimensional Periodic Functionsp. 23
Arbitrary Unit Cellsp. 25
Further Readingp. 26
Problemsp. 26
Periodic Functions and Structuresp. 29
Introductionp. 30
Creating Simple Periodic Functions in Two Dimensionsp. 31
The Square Latticep. 31
The Triangular Latticep. 38
Creating Simple Periodic Functions in Three Dimensionsp. 41
The Simple Cubic Latticep. 44
The Face-centered-cubic Latticep. 47
The Body-centered-cubic Latticep. 51
Combination of Simple Periodic Functionsp. 59
Problemsp. 61
Interference of Waves and Interference Lithographyp. 63
Electromagnetic Wavesp. 64
The Wave Equationp. 65
Electromagnetic Plane Wavesp. 68
The Transverse Character of Electromagnetic Plane Wavesp. 69
Polarizationp. 72
Linearly Polarized Electromagnetic Plane Wavesp. 73
Circularly Polarized Electromagnetic Plane Wavesp. 74
Elliptically Polarized Electromagnetic Plane Wavesp. 75
Electromagnetic Energyp. 75
Energy Density and Energy Flux for Electromagnetic Plane Wavesp. 77
Time-averaged Valuesp. 77
Intensityp. 80
Interference of Electromagnetic Plane Wavesp. 81
Three-dimensional Interference Patternsp. 86
Interference Lithographyp. 89
Photoresist Materialsp. 89
The Interference Lithography Techniquep. 92
Designing Periodic Structuresp. 93
Further Readingp. 94
Problemsp. 94
Periodic Structures and Interference Lithographyp. 97
The Connection between the Interference of Plane Waves and Fourier Seriesp. 98
Simple Periodic Structures in Two Dimensions Via Interference Lithographyp. 100
Simple Periodic Structures in Three Dimensions Via Interference Lithographyp. 104
Further Readingp. 110
Problemsp. 111
Experimentalp. 113
Fabrication of Periodic Structuresp. 115
Introductionp. 116
Light Beamsp. 116
Multiple Gratings and the Registration Challengep. 118
Beam Configurationp. 119
Using Four Beamsp. 119
Using a Single Beam (Phase Mask Lithography)p. 120
Pattern Transfer: Material Platforms and Photoresistsp. 122
Negative Photoresistsp. 124
Positive Photoresistsp. 126
Organic-Inorganic Hybrids Resistsp. 128
Practical Considerations for Interference Lithographyp. 128
Preserving Polarizations and Directionsp. 128
Contrastp. 131
Dryingp. 132
Shrinkagep. 133
Backfilling - Creating Inverse Periodic Structuresp. 133
Volume Fraction Controlp. 134
Closing Remarksp. 135
Further Readingp. 136
Applicationsp. 139
Photonic Crystalsp. 141
Introductionp. 142
One-dimensional Photonic Crystalsp. 143
Finite Periodic Structuresp. 143
Infinite Periodic Structuresp. 147
Finite versus Infinite Periodic Structuresp. 150
Two-dimensional Photonic Crystalsp. 151
Reciprocal Lattices and Brillouin Zones in Two Dimensionsp. 152
Band Diagrams and Photonic Band Gaps in Two Dimensionsp. 157
Photonic Band Gaps in Two-dimensional Simple Periodic Structuresp. 160
Three-dimensional Photonic Crystalsp. 162
Reciprocal Lattices and Brillouin Zones in Three Dimensionsp. 164
Band Diagrams and Photonic Band Gaps in Three Dimensionsp. 168
Photonic Band Gaps in Three-dimensional Simple Periodic Structuresp. 170
Further Readingp. 176
Problemsp. 179
Photonic Crystalsp. 183
Introductionp. 184
Elastic Waves in Homogeneous Solid Materialsp. 184
Acoustic Waves in Homogeneous Fluid Materialsp. 187
Phononic Crystalsp. 188
One-dimensional Phononic Crystalsp. 190
Finite Periodic Structuresp. 190
Infinite Periodic Structuresp. 194
Two-dimensional Phononic Crystalsp. 198
Vacuum Cylinders in a Solid Backgroundp. 198
Solid Cylinders in Airp. 202
Phononic Band Gaps in Two-dimensional Simple Periodic Structuresp. 205
Three-dimensional Phononic Crystalsp. 207
Solid Spheres in a Solid Background Materialp. 208
Further Readingp. 210
Problemsp. 213
Periodic Cellular Solidsp. 215
Introductionp. 216
One-dimensional Hooke's Lawp. 218
The Stress Tensorp. 219
The Strain Tensorp. 221
Expansionp. 225
General Deformationp. 226
Resolving a General Deformation as Strain Plus Rotationp. 227
Stress-Strain Relationship: The Generalized Hooke's Lawp. 229
The Generalized Hooke's Law in Matrix Notationp. 230
The Elastic Constants of Cubic Crystalsp. 232
Young's Modulus and Poisson's Ratiop. 233
The Shear Modulusp. 235
The Bulk Modulusp. 237
Topological Design of Periodic Cellular Solidsp. 238
Finite Element Program to Calculate Linear Elastic Mechanical Propertiesp. 243
Linear Elastic Mechanical Properties of Periodic Cellular Solidsp. 243
Twelve-connected Stretch-dominated Periodic Cellular Solids via Interference Lithographyp. 247
Fabrication of a Simple Cubic Cellular Solid via Interference Lithographyp. 249
Plastic Deformation of Microframesp. 250
Further Readingp. 252
Further Applicationsp. 255
Controlling the Spontaneous Emission of Lightp. 256
Localization of Light: Microcavities and Waveguidesp. 259
Simultaneous Localization of Light and Sound in Photonic-Phononic Crystals: Novel Acoustic-Optical Devicesp. 264
Negative Refraction and Superlensesp. 268
Multifunctional Periodic Structures: Maximum Transport of Heat and Electricityp. 272
Microfluidicsp. 273
Thermoelectric Energyp. 275
Peltier Effectp. 275
Thomson Effectp. 276
Seebeck Effectp. 277
Further Readingp. 278
MATLAB Program to Calculate the Optimal Electric Field Amplitude Vectors for the Interfering Light Beamsp. 281
MATLAB Program to Calculate Reflectance versus Frequency for One-dimensional Photonic Crystalsp. 289
MATLAB Program to Calculate Reflectance versus Frequency for One-dimensional Phononic Crystalsp. 297
Indexp. 305
Table of Contents provided by Ingram. All Rights Reserved.

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