Paul C. Haljan University of Michigan Oct. 2003. I. Laser cooling atoms Magnets Lasers.

Slides:



Advertisements
Similar presentations
NEWTONIAN MECHANICS. Kinematic equations Frictional Force.
Advertisements

7-1 Dr. Wolf’s CHM 101 Chapter 7 Quantum Theory and Atomic Structure.
Knight - Chapter 28 (Grasshopper Book) Quantum Physics.
Cutnell/Johnson Physics 7th edition
Dilemma Existence of quanta could no longer be questioned e/m radiation exhibits diffraction => wave-like photoelectric & Compton effect => localized packets.
AST 101 Lecture 9 The Light of your Life
Radiation:.
Physics and the Quantum Mechanical Model l OBJECTIVES: - Calculate the wavelength, frequency, or energy of light, given two of these values.
Types of Waves Compression wave oscillations are in the direction of motion Transverse Wave oscillations are transverse to the direction of motion.
The Electronic Structures of Atoms Electromagnetic Radiation
Review. The Wave Nature of Light Important: When a light wave travels from one medium to another, its frequency does not change, but its wavelength does.
Electromagnetic Radiation (How we get most of our information about the cosmos) Examples of electromagnetic radiation: Light Infrared Ultraviolet Microwaves.
Pre-IB/Pre-AP CHEMISTRY
ASTRONOMY 161 Introduction to Solar System Astronomy Class 9.
The Bose-Einstein Condensate Jim Fung Phys 4D Jim Fung Phys 4D.
Chapter 11: Electromagnetic Waves
Measurements using Atom Free Fall
Wave-Particle Duality e/m radiation exhibits diffraction and interference => wave-like particles behave quite differently - follow well defined paths and.
Structure of Atoms Rutherford's model of the atom was a great advance, however, it does not give an satisfactory treatment of the electrons. To improve.
Quantum Mechanics 102 Tunneling and its Applications.
Chapter 5 Basic properties of light and matter. What can we learn by observing light from distant objects? How do we collect light from distant objects?
By Kyle Ireton and Ian Winter. What is it? BEC consists of particles cooled down to a temperature within a few billionths of a degree centigrade above.
Quiz 1 Each quiz sheet has a different 5-digit symmetric number which must be filled in (as shown on the transparency, but NOT the same one!!!!!) Please.
Part 1: Weather, Lesson 5 Absolute Zero
Physics 361 Principles of Modern Physics Lecture 5.
PHYSICS 103: Lecture 17 Agenda for Today: Temperature and Heat
Introduction to HYPER Measuring Lense-Thirring with Atom Interferometry P. BOUYER Laboratoire Charles Fabry de l’Institut d’Optique Orsay, France.
Wave-Particle Duality of Light
Chapter 5: Light.
Chapter 3 Light and Matter
Energy Energy is a property that enables something to do work
the photoelectric effect. line spectra emitted by hydrogen gas
1 Introduction to quantum mechanics (Chap.2) Quantum theory for semiconductors (Chap. 3) Allowed and forbidden energy bands (Chap. 3.1) What Is An Energy.
Metal e-e- e-e- e-e- e-e- e-e- e+e+. Consider a nearly enclosed container at uniform temperature: Light gets produced in hot interior Bounces around randomly.
Electromagnetic Spectrum Light as a Wave - Recap Light exhibits several wavelike properties including Refraction Refraction: Light bends upon passing.
Chapter 5: Light.
Lecture 14: Schrödinger and Matter Waves. Particle-like Behaviour of Light n Planck’s explanation of blackbody radiation n Einstein’s explanation of photoelectric.
Final Test Review Tuesday May 4 th 10:00am to 11:50am Relativity Quantum Mechanics.
Physics and the Quantum Mechanical Model Notes. Light and the Atomic Spectrum Light is composed of waves at different wavelengths The wave is composed.
1 Chapter 7 Atomic Structure. 2 Light n Made up of electromagnetic radiation n Waves of electric and magnetic fields at right angles to each other.
Chapter 7 Atomic Structure. Light Made up of electromagnetic radiation Waves of electric and magnetic fields at right angles to each other.
AP Notes Chapter 6 Atomic Structure Describe properties of electromagnetic radiation Describe properties of electromagnetic radiation Light & relationship.
Chapter 7 Lecture Lecture Presentation Chapter 7 The Quantum- Mechanical Model of the Atom Sherril Soman Grand Valley State University © 2014 Pearson Education,
Copyright © 2010 Pearson Education, Inc. Lecture Outline Chapter 2 Light and Matter.
Gravitational Waves.
Atoms & Starlight (Chapter 6).
To Address These Questions, We Will Study:
The Nature of Light: Its Wave Nature Light is a form of made of perpendicular waves, one for the electric field and one for the magnetic field All electromagnetic.
Orbitals: What? Why? The Bohr theory of the atom did not account for all the properties of electrons and atoms.
THE ENERGY OF LIGHT. HOW LIGHT IS ‘MADE’ Today we are going to take a look at how light is made and how we can determine the energy of light In order.
Bose-Einstein Condensates The Coldest Stuff in the Universe Hiro Miyake Splash! November 17, 2012.
THE BIG BANG THEORY The Expanding Universe. Review Human demonstration.
Homework 3 Unit 18 Problem 10, 12, 13(only b), 17, 18, 20 Unit 19 Problem 17, 20.
Waves. Wave Parameters Wavelength ( ) The shortest distance between points where a wave pattern repeats itself. Amplitude (A) The maximum distance an.
Energy Question What does it mean when we say “that kid has a lot of energy?” It means that kid is “Active” and moving. How does that relate to work?
Chemistry I Chapter 4 Arrangement of Electrons. Electromagnetic Radiation Energy that exhibits wavelike behavior and travels through space Moves at the.
Warm-Up What is the difference between the Bohr’s Model of the Atom and the Quantum Model of the atom. What wavelength is associated with an electron.
Chapter 7: The Quantum-Mechanical Model of the Atom ( )
Wave-Particle Nature of Light
The Solar System Lesson2 Q & A
Electromagnetic Radiation
Quantum Mechanics Reference: Concepts of Modern Physics “A. Beiser”
Electromagnetic Radiation
Atomic Structure the wave nature of light 1 2 3 2 Hz 4 Hz 6 Hz 
Wave-Particle Duality
Stars and Galaxies Lesson2 Q & A
Conceptual Physics 11th Edition
Light and Energy Electromagnetic Radiation is a form of energy that is created through the interaction of electrical and magnetic fields. It displays wave-like.
Quantum Mechanics.
Electromagnetic Radiation
Presentation transcript:

Paul C. Haljan University of Michigan Oct. 2003

I. Laser cooling atoms Magnets Lasers

II. Quantum Tornadoes Near Absolute Zero Courtesy NOAA

Cd + Cadmium quantum bits

The world circa 1920’s Air = molecules moving around! Atomic constituents Light and radio waves …..

Fifth Solvay Conference 1927 “Electrons and photons” Quantum Theory – “Quantum Wave Mechanics” - takes flight

Everyday waves: Sound waves Source Detector time Pressure Wavelength ~ 30cm at 1000Hz frequency

Waves can add (constructive interference) or cancel (destructive interference) = = Louder Silent

Interference – you can hear it!

You can see interference too. Laser Light intensity Light interference: Young’s double slit experiment Wavelength Electromagnetic waves

How about a double slit experiment for particles (atoms)? Beam of particles Particle Detector

How about a double slit experiment for particles (atoms)? Beam of particles Particle Detector Distribution is built up from single particle detections

How about a double slit experiment for particles (atoms)? Beam of particles Sorry!

How about a double slit experiment for particles (atoms)? Beam of particles Intensity(both slits) =I 1 +I 2

Double slit experiment for particles Interference!!!! electronsatoms Hitachi Carnal, Mlynek 1991

If only one particle at a time passes through the interferometer ….. an interference pattern still builds up!!!! “click” Intensity pattern shows up After many particles detected

So what’s interfering? Louis deBroglie = de Broglie wavelength h = Planck’s constant (tiny) m = mass v = particle velocity McEvoy & Zarate  h mv

Schrödinger’s Equation for quantum wave mechanics McEvoy & Zarate  wavefunction  x,t  2 probability of finding particle at position x at time t.

Particle interferometry with ever bigger, more complex objects! (Photons)0 Electrons – 1950’s Neutrons Atoms Buckyballs and biomolecules 2003>1000 C 44 H 30 N 4 C 60 F 48  h mv Mass / proton mass de Broglie wavelength

Cold - the quantum frontier!  h mv de Broglie wavelength Temperature (random jiggling) Thermal velocity de Broglie wavelength hot fast cold slow Gas BIG!

How cold is cold? Thermal velocity de Broglie wvlen. (microns) Temperature Florida Air liquifies Triton Absolute zero – all motion stops Record low (Antartica) Michigan winter Outer space (3K) Absolute (Kelvin) Fahrenheit (degrees) Temp. 300 K 300m/s1x  K 30cm/s nK 1cm/s 1 1nK= K Rubidium atom virus E-coli

Lasers zap, burn, cut How do they COOL atoms????

Pushing atoms with light Rb Acceleration g’s!!!!

It’s a bit harder than that ….. An atom only absorbs specific colors. (explained by quantum theory). The laser for Rubidium atoms is a deep red. “Lowest A” Atom is really specific!!! A single key on a 26 million key piano!!!!

Problem: How can we stop the fast atoms without speeding up the slow ones in a gas? Solution: Doppler effect “The color the atom absorbs depends on its velocity!” Atom moving towards the laser scatters photons Stopped atom doesn’t scatter

Laser molasses APPLET

I. Laser cooling atoms Lasers

BEC intro II JILA Mark III

~1 billion atoms uK

Atom Interferometry (AI):

Light interferometers Wave interference can be used to measure (changes in) path length difference: mirror Beam splitter Detector

LIGO pict LIGO Gravitational wave detector Hanford WA 4km A really BIG light interferometer!

de Broglie Wave Interference Neutron interference MICHIGAN 1975 = h/mv = de Broglie wavelength Particle wavepacket Atoms (v~1m/s): Compare with light waves: Shorter wavelength a more sensitive ruler!

Atom Interferometer Force Sensors Gravity/Accelerations gravity LONGER de Broglie wavelength As atom climbs gravitational potential, velocity decreases and wavelength increases (Rotations also sensed) The quantum mechanical wave-like properties of atoms are used to sense inertial forces. SHORTER de Broglie wavelength

Gravimetry MASSIVE BLOB Gravitational force ~ mass (distance) 2

Example: Light-Pulse AI Gravity Gradiometer Mirror Atom s L a s e r B e a m Gradient measurements: Distinguish gravity induced accelerations from those due to platform motion. –Simultaneously measure g at two locations with atom interferometer accelerometers –Difference acceleration signal contains gradient information G. McGuirk, M. Kasevich

Laboratory validation: Mass Detection Pb bricks Lower accelerometer Sample number (1 sample/sec) Gradient (arb. units) Modulated acceleration signal due to 8 lead bricks near lower accelerometer. Green o,+: upper/lower accelerometer outputs Blue: Gradient signal Successful laboratory demonstration of mass anomaly detection capabilities G. McGuirk, M. Kasevich

Applications SSN/SSBN Navigation - Gravity assisted navigation (currently in use on subs, but need better) Underground structure detection (a.k.a. bunker detection) Oil and mineral exploration (e.g. kimberlite pipes in Utah – diamonds come from kimberlite, or salt domes in the Gulf of Mexico: oil) Space-based studies of Earth’s gravity field LM UGM

II. Quantum Tornadoes Near Absolute Zero Courtesy NOAA Plus ….what kind of thermometer measures the coldest places in the universe anyways?

Hot cloud Images of clouds How to make a thermometer for cold atoms Let the gas expand Cold cloud