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Phys649: Physics of Optoelectronic Devices Alexey Belyanin Room 426 MIST Office: 845-7785 Cell: 324-3071 Office hours: any time.

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Presentation on theme: "Phys649: Physics of Optoelectronic Devices Alexey Belyanin Room 426 MIST Office: 845-7785 Cell: 324-3071 Office hours: any time."— Presentation transcript:

1 Phys649: Physics of Optoelectronic Devices Alexey Belyanin Room 426 MIST Office: Cell: Office hours: any time when I am in the office

2 Textbook: E. Rosencher, B. Vinter, Optoelectronics, 2002 Concise presentation of main sub-disciplines Emphasis on the key unifying concepts Utilitarian approach: useful technique as opposed to hard-nosed theory We won’t cover all chapters (e.g. quantum mechanics) but you can use them as a reference

3 Policy Attendance is required (20% of the grade) –Questions, discussion are encouraged; –I may adjust the contents of the course as we go Homework assignments every week (50%) Short presentations in the end of the semester on a topic of your choice (30%)

4 Optoelectronics: Studies electronic devices that interact with light Interact = emit, absorb (detect), modulate, switch Light = any EM radiation “Electronic” usually means “made of semiconductors”. Emerging technologies: plasmonics, graphene, carbon nanotubes, molecular devices, … Interplay between quantum electronics, nonlinear optics, physics of semiconductors, and transport phenomena It is important not to get lost and to see coherence and connections between different subjects

5 Basic principles and device physics Examples of state of the art devices Challenges and outlook for the future Plan of study for each kind of devices: Main devices: - semiconductor lasers and detectors, - nonlinear optical systems - novel devices (carbon-based, plasmonic) Integrated photonics, nanodevices, quantum optical systems (cryptography, communications, …) Always with applications in mind, but emphasis on physics perspective

6 Stone Age Bronze Age Iron Age Ice Age What is Information Age? Physics laid down foundation for the Information Age

7 Information Age The cost of the transmission, storage and processing of data has been decreasing extremely fast Information is available anytime, any place, and for everyone Information and knowledge became a capital asset All of this became possible because of several revolutionary ideas

8 Laser and semiconductor laser Transistor Computer World-Wide Web Optical fibers … Are invented by physicists Integrated circuits

9 History of the WWW

10 First proposal: Tim Berners-Lee (CERN) in : First WWW system released by CERN to physics community; first Web server in the US (SLAC) 1993: University of Illinois releases user-friendly Mozaic server Currently: WWW is one of the most popular Internet applications; >100 million users in the US alone

11 Invention of Computer The first digital electronic computer was invented by Theoretical Physics Prof. John Vincent Atanasoff in It was built by Atanasoff and his graduate student Clifford Berry at Iowa State College in 1939 ($650 research grant). Basement of the Physics Dept. building where the Atanasoff-Berry Computer (ABC) was built.

12 ABC Used base-two numbers (the binary system) - all other experimental systems at the time used base-ten Used electricity and electronics as it's principal media Used condensers for memory and used a regenerative process to avoid lapses that could occur from leakage of power Computed by direct logical action rather than by the enumeration methods used in analog calculators Implemented principles of modern computers Only material base has been changed.

13 ABC Replica The drum – the only surviving fragment of ABC. It holds 30 numbers of 50 bits each. They are operated on in parallel. It is the first use of the idea we now call "DRAM" -- use of capacitors to store 0s and 1s, refreshing their state periodically. Card punch and reader Berry with the ABC

14 From ABC to ENIAC 1940s: J. Mauchly and J. Eckert build ENIAC (Electronic Numerical Integrator And Computer). All basic concepts and principles of ENIAC are “borrowed” from Atanasoff’s papers. 1972: U.S. Court voids the Honeywell’s patent on the computing principles and ENIAC, saying that it had been “derived” from Atanasoff’s invention. 1990: Atanasoff receives the U.S. National Medal of Technology. He dies in 1995 at the age of 91.

15 From ENIAC to … ENIAC (1946) weighed 30 tons, occupied 1800 square feet and had 19,000 vacuum tubes. It could make 5000 additions per second Computers in the future may weigh no more than 1.5 tons. (Popular Mechanics, 1949) 1940's - IBM Chairman Thomas Watson predicts that "there is a world market for maybe five computers". 1950's - There are 10 computers in the U.S. in The first commercial magnetic hard-disk drive and the first microchip are introduced. Transistors are first used in radios. 1960's-70's - K. Olson, president, chairman and founder of DEC, maintains that "there is no reason why anyone would want a computer in their home." The first microprocessor, 'floppy' disks, and personal computers are all introduced. Integrated circuits are used in watches.

16 Before diodes and transistors: vacuum tubes : SAGE Air Defense Project bit computers Each contains 55,000 vacuum tubes, weighs 250 tons, and consumes 3 Megawatt Tracks 300 flights Total cost: $60 billion (double the price of Manhattan Project!) Performance equivalent to $8 calculator built on transistors! Impact of semiconductor electronics

17 Moore’s Law (1965): every 1.5 years the number of transistors on a chip is doubled Smaller, Denser, Cheaper Transistor of single-atom size by 2020?

18 Limit on the transistor size Limit on the manufacturing technology

19 Pushing Fundamental Limits: Challenges and Bottlenecks  Semiconductors: how small the device can be?  Memory and data storage: limits on writing density?  Communications: limits on data rate?

20 Telecommunications

21 Shannon-Nyquist Theorem In a communication channel with bandwidth B, the data rate (number of bits per second) can never exceed 2B Number of channels = Total bandwidth of the medium/B

22 Samuel Morse's telegraph key, Today's information age began with the telegraph. It was the first instrument to transform information into electrical signal and transmit it reliably over long distances. Alexander Graham Bell’s commercial telephone from How it all started … In 1880 patented a “Photophone” (air-based optical telephone)

23 Alexander Bell, Helen Keller, and Anne Sullivan, 1894

24 Speaking into the handset's transmitter or microphone makes its diaphragm vibrate. This varies the electric current, causing the receiver's diaphragm to vibrate. This duplicates the original sound. Telephone connection requires a dedicated wire line; Only one communication is possible at a time

25 How many channels are possible? How many signals can be transmitted at the same time?? Radio: communication through radio waves 1895 Alexander Popov Guglielmo Marconi Frequency measured in Hertz 1 Hz = 1 cycle/second 1 kHz = 1000 cycles/second

26 Radio stations have to broadcast at different carrier frequencies to avoid cross-talk Range of frequencies (Bandwidth) needs to be at least 20 kHz for each station Human ear: 10 Hz-20 kHz Frequencies of different stations should be at least 20 kHz apart

27 Even if you transmit only voice, from 0 to 2000 kHz you can squeeze only 2000 kHz/20 kHz = 100 different “talks”. What if you want to download data? About 100 bands from 0 to 2000 kHz

28 Digital transmission: any signal, but transmission speed is still limited by bandwidth! Binary code is transmitted: “0s” and “1s” – bits of information Want download speed of 2 Mb/sec? Need bandwidth at least 1 MHz Mega = million, Giga = billion; 1GHz = 1000 MHz = 10 9 Hz Want 100 Mb/sec? need 50 MHz bandwidth just for yourself Modern cell phones and GPS use gigahertz (GHz) frequencies But this is only 1000 MHz/50 MHz = 20 channels at 100 Mb/sec!

29 Higher carrier frequencies Wider bandwidth Higher data rate Faster, faster, faster Using optical frequencies?! 100 THz !

30 What kind of medium can carry optical frequencies? Air? Only within line of sight; High absorption and scattering Optical waveguides are necessary! Copper coaxial cable? High absorption, narrow bandwidth 300 MHz Glass? Window glass absorbs 90% of light after 1 m. Only 1% transmission after 2 meters. Extra-purity silica glass?!

31 Loss per km, dB Wavelength, nm Maximum tolerable loss Transmisson 95.5% of power after 1 km P = P(0) (0.995) N after N km P = 0.01 P(0) after 100 km: need amplifiers and repeaters Total bandwidth ~ 100 THz!! Loss in silica glasses What is dB? Increase by 3 dB corresponds to doubling of power

32 How to confine light with transparent material?? Total internal reflection! n > n’

33 Dielectric waveguides n > n’ Optical fiber! 1970: Corning Corp. and Bell Labs

34 Optical fibers Made by drawing molten glass from a crucible 1965: Kao and Hockham proposed fibers for broadband communication 1970s: commercial methods of producing low-loss fibers by Corning and AT&T. 1990: single-mode fiber, capacity 622 Mbit/s Now: capacity ~ 1Tbit/s, data rate 10 Gbit/s

35 Fibers open the flood gate Bandwidth 100 THz would allow 100 million channels with 2Mbits/sec download speed! Each person in the U.S. could have his own carrier frequency, e.g., 185,674,991,235,657 Hz. However, we are using less than 1% of available bandwidth! And maximum transmission speed is less than of bandwidth

36 In optical communications, information is transmitted as light signal along optical fibers However, if we want to modify, add/drop, split, or amplify signal, it needs to be first converted to electric current, and then converted back to photons This is a slow process (maximum 10 GHz) Limitations of fiber communications

37 All-optical switches Micro-Electro-Mechanical Systems (MEMS) 256 micro-mirrors (Lucent 2000)

38 Futuristic silicon chip with monolithically integrated photonic and electronic circuits THE DREAM: could we replace electrons with photons, and electric circuits with all-optical circuits? IBM website wireswaveguides

39 Possible solutions: photonic crystals, plasmons, etc. Note T-intersections and tight bends, as in electric wires. You cannot achieve it in usual waveguides!

40 800x600, 1024x768, 1280x720, and 1920x1080 (HDTV) matrices of microscopic mirrors One mirror is only 16 microns! Less than 1/5 of human hair width Digital Light Processing (DLP) Texas Instruments 1987

41 mini laser projector Laser mini-projectors Need microscopic lasers of all colors: red, blue, and green Fiber communications need mini lasers emitting in the near-infrared Smallest lasers are semiconductor lasers!

42 Excellent near infrared and red lasers Bad blue lasers Very bad green lasers

43 Number of transistors grows, but this does not improve the performance as much. Reason? We use 21-century semiconductor devices and 19-century copper wires connecting them! Problem of Interconnects

44 Electronic circuits: 45 nm wires, 1 million transistors per mm 2 Computing speed is limited by inertia of electrons

45 The interconnect bottleneck 10 9 devices per chip Closely spaced metal wires slow down computation Huge heat generated due to electric resistance

46 Can electronic circuits be replaced by photonic ones?! Using photons as bits of information instead of electrons would speed up the computing Photons travel much faster and don’t dissipate as much power Optical computer is still a dream. Even wilder dream is a quantum computer. However, large size of a photon would make computers 1000 times larger!

47 Quantum computer BitQubit (quantum bit): state of a single electron or atom Classical computer: 0 or 1 Quantum computer: 0 or 1 or any mixture of 0 and 1 Quantum computer can perform millions of calculations in parallel. Especially good for searching through huge amount of data or encoding/decoding secret messages Extremely fragile, needs low temperature

48 Conclusions  Microelectronics is approaching its fundamental limits. Revolutionary ideas are needed! - Single-molecule transistors? - new materials, new fabrication technology?  Communication: how to increase speed? - Novel lasers? - All-optical network? - How to make photons smaller?  New principles of computing??


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