'Quantum states' presentation slideshows

By Sidharth Dhawan

Study of Existing Quantum Search Algorithms and Problem Formulations to Determine the Most Efficient Method to Solve Constraint Satisfaction Problems. By Sidharth Dhawan. Grover Algorithm. Applications of Quantum Computers. Classical computers today are fast.

939 views • 78 slides

Instrumental Analysis

1.36k views • 71 slides

837 views • 71 slides

Interdisciplinary collaboration on O-MIF

Interdisciplinary collaboration on O-MIF. Gerardo Dominguez Mark Thiemens. University of California, San Diego Department of Chemistry and Biochemistry. Why Oxygen?. Foundations. Foundations in Equilibrium Thermodynamics Partition Functions depend on mass or reduced mass

740 views • 61 slides

Spectroscopy

Spectroscopy. Astronomers can learn an immense amount from the details of lines in the spectrum of light coming from planets and stars. This tool is used by chemists, biologists, physicists and all of the other natural sciences. It is based on the quantum or particle (photon) nature of light.

757 views • 55 slides

ELEMENTS OF STATISTICAL THERMODYNAMICS AND QUANTUM THEORY

ELEMENTS OF STATISTICAL THERMODYNAMICS AND QUANTUM THEORY. STATISTICAL MECHANICS OF INDEPENDENT PARTICLES ? Macrostates versus Microstates ? Phase Space ? Quantum Mechanics Considerations ? Equilibrium Distributions for Different Statistics. THERMODYNAMIC RELATIONS

1.12k views • 52 slides

Astronomy 340 Fall 2007

Astronomy 340 Fall 2007. 25 September 2007 Class # 6-#7. Review. Physical basis of spectroscopy Einstein A,B coefficients ? probabilities of transistions Absorption/emission coefficients are functions of ? , N, quantum mechanical factors, temperature Molecular spectroscopy

649 views • 51 slides

Ana Maria Rey

The Super-cool atom computer. Ana Maria Rey. Saturday Physics Series, Nov 14/ 2009. Outline. What are ultra-cold atoms?. What is quantum information?. What do we need to build a quantum computer?. Quantum information with ultra- cold atoms. Outlook. e. n. p. What is an atom?.

542 views • 37 slides

Field quantization via discrete approximations: problems and perspectives.

Field quantization via discrete approximations: problems and perspectives. . Jerzy Kijowski Center for Theoretical Physics PAN Warsaw, Poland. 1) Fundamental objects are plane waves . . 2) Their (non-linear) interaction is highly non-local . Perturbative QFT.

424 views • 30 slides

Quantum information as high-dimensional geometry

Quantum information as high-dimensional geometry. Patrick Hayden McGill University. Perspectives in High Dimensions, Cleveland, August 2010. Motivation. 1m. .1nm. Outline. The one-time pad: classical and quantum Argument from measure concentration Superdense coding: from bits to qubits

405 views • 27 slides

Molecular Orbital Theory

Molecular Orbital Theory. Luis Bonilla Abel Perez University of Texas at El Paso Molecular Electronics, Chem 5369 . Atomic Orbitals.

851 views • 26 slides

An Algebraic Foundation for Quantum Programming Languages

360 views • 24 slides

Quantized Conductance in Quantum Point Contacts

Quantized Conductance in Quantum Point Contacts. BY: ALEXANDER VITKALOV CORNELL UNIVERSITY. MENTORS: Dr. Dragana Popovic and Dr. Jan Jaroszynski. Significance.

992 views • 19 slides

Monte-Carlo simulations of the structure of complex liquids with various interaction potentials

486 views • 18 slides

Chapter 2 Control of Electrons and Nuclei in Atoms, Molecules, and Materials

Chapter 2 Control of Electrons and Nuclei in Atoms, Molecules, and Materials. Philip Bucksbaum Stanford PULSE Center. Fundamental science challenges: Coherence and Control. Chapter 2 describes the challenge of understanding and controlling coherence in new ways.

335 views • 16 slides

Department of Electronics

Nanoelectronics 13. Atsufumi Hirohata. Department of Electronics. 10:00 24/February/2014 Monday (G 001). Quick Review over the Last Lecture. Gate Voltage. Input. Output. ( Spin-transfer torque ). * After M. Johnson, IEEE Spectrum 37 , 33 (2000). Contents of Nanoelectonics.

329 views • 15 slides

Stellar Interior

Stellar Interior. Radius: R ? = 7 ? 10 5 km = 109 R E Mass : M ? = 2 ? 10 30 kg M ? = 333,000 M E Density: r ? = 1.4 g/cm 3 (water is 1.0 g/cm 3 , Earth is 5.6 g/cm 3 ). Composition: Mostly H and He Temperature: Surface is 5,770 K Core is 15,600,000 K Power:

290 views • 15 slides

Superconducting Devices for Quantum Computation

Superconducting Devices for Quantum Computation. Xiangning Luo EE 698A Department of Electrical Engineering, University of Notre Dame. Outline of Presentation. Introduction to quantum computation Superconducting qubit devices Josephson charge qubit

352 views • 14 slides

223 views • 14 slides

Surface state

Formation of new quantum states by molecular beam epitaxy : an emerging frontier in spintronics and quantum computation . Margaret Dobrowolska , University of Notre Dame, DMR 1005851. Background:

103 views • 2 slides