SLIDE 1 What t is eve very ryth thing ng made of?
The he quest f t for the r the ulti ltimate te buildi lding b ng blo locks cks
ical un unive iverse.
Soren Sorensen Department of
Astron
Uni University o
Tenne nnessee, Kno noxville
SLIDE 2 Wh What t is th the Wo World made o
Thales of Miletus (~624 - ~547 BC) Start of philosophy and science. Everything is made of water
Probably the most fundamental question one can ask next to “Does God Exist?”
SLIDE 3 The L Lego
lock A Approa
ch
Reduce the complex forms and materials to
- ne (or a few) fundamental building blocks
SLIDE 4 The L Layers of S
cience ce
In a given field of science we can use a particular set of fundamental building blocks. Eventually we realize that all the building blocks have an internal structure and can be described by a much smaller set of more fundamental entities, which then become the new fundamental building blocks Usually the number and diversity of the building blocks tends to increase as we learn more and more about the particular layer of science.
SLIDE 5 The Qu Quant ntum L Ladder
Cells, Crystals, Materials Living Organisms, Man-made Structures
SLIDE 6 Biolog iologica ical C l Cells lls Mole
cules
Cells have an internal structure: Nucleus, Ribosomes, Centriolos, Cytoplasm, Membranes, Axions, etc. These cell “building blocks” are in turn made of:
Molecules
SLIDE 7 The Qu Quant ntum L Ladder
Molecules Cells, Crystals, Matter Living Organisms, Man-made Structures
SLIDE 8 Mole
cules Ato toms
Complex Benzene Rings Proteins NaCl – “Salt” The building blocks for all molecules are:
Atoms
SLIDE 9 The Qu Quant ntum L Ladder
Molecules Atoms Cells, Crystals, Materials Living Organisms, Man-made Structures
SLIDE 10 Ato toms
Currently we know ~118 different elements. Problem: There are too many different building blocks. Each element in the Periodic Table corresponds to a particular atom. Mendeleyev discovered how to order the atoms in the Periodic Table, but he did not understand WHY the table had this structure.
SLIDE 11 Internal S l Struct uctur ure of t
Atom
Early models of the Atom Bohr – Rutherford Atom The atom consists
electrons orbiting a positive nucleus The atomic nucleus consists of positive protons and neutral neutrons All atoms can be constructed from only three fundamental building blocks: Electrons Protons Neutrons
SLIDE 12 Comb
inin ing p prot
and neut utron
into
uclei
288 stable nuclides ~3,000 known nuclides ~7,000 possible nuclides
SLIDE 13 The Qu Quant ntum L Ladder
Molecules Atoms Neutrons, Protons, Electrons Cells, Crystals, Materials Living Organisms, Man-made Structures
SLIDE 14 “Elementa tary” P Parti ticles
In the period 1930 – 1970 hundreds of new “elementary” particles were discovered.
The Lepton Family (6): Heavy Electrons and nearly undetectable neutrinos The Baryon Family (~120): heavy protons and neutrons The Meson Family (~140): Similar to Baryons, but lighter
Problem: Too many “elementary” particles
SLIDE 15 “The Period iodic T ic Table le” of
leme mentary P Particle icles The Eightfold Way Murray Gell-Mann and Yuval Nee’man (1961)
SLIDE 16 The Q Quarks rks
Quark Sym- bol Charge e Strange- ness Up u 2/3 Down d
Strange s 2/3
The solution: Three simple building blocks called Quarks (1964)
Anti-Quark Sym- bol Charge e Strange- ness Anti-Up
Anti-Down 1/3 Anti-Strange
1
u s
d
Baryons: qqq Baryons: qqq or q-bar q-bar q-bar Mesons: q q-bar
SLIDE 17 The Qu Quant ntum L Ladder
Molecules Atoms Quarks and Leptons Cells, Crystals, Materials Living Organisms, Man-made Structures Neutrons, Protons, Electrons
SLIDE 18
The Eigh ghtf tfold Wa Way Explained
SLIDE 19
The S Standard rd M Model
SLIDE 20 Qua uark S Struct ucture of M
SLIDE 21 Mor
than j jus ust qua quarks 3 Families
SLIDE 22
More t than ju n just st quarks s and nd lept ptons: ns: Fo Force P Particles
SLIDE 23 One One Fo Force ? ??
At very small distances (equivalent to very high temperatures) it seems as if all the known forces might be unified into ONE FORCE. Distance: 10-35 m 10-19 m
SLIDE 24 How c w can we we s study quarks rks? To s
udy small objects, like ke q quarks rks, we we n need large ge acce ccele lerator
SLIDE 25
How c w can we we s study quarks rks? Larg rge Hadro ron Collider i r in Swi witzerl rland/Fra rance
SLIDE 26
How c w can we we s study quarks rks? Larg rge Hadro ron Collider i r in Swi witzerl rland/Fra rance
SLIDE 27
How c w can we we s study quarks rks? The A e ALICE D Det etec ector
SLIDE 28 How c w can we we s study quarks rks? Result ult of collis
ion of
atomic
uclei
SLIDE 29
It s t sta tarts ts to to b be “ “messy” “Fundamental” Particles as of today: 6 quarks 6 anti-quarks 6 leptons 6 anti-leptons graviton photon 3 weak-force carriers (W+, W-, Z) 8 gluons = 37 “fundamental” particles Problem: Can we explain all these “fundamental” particles in terms of something even simpler ???
SLIDE 30 Maybe: S Supe perst string ngs
Hypothesis: All fundamental particles are different vibrational modes (excitations) of a fundamental entity:
The Superstring
SLIDE 31 The Qu Quant ntum L Ladder
Molecules Atoms Elementary Particles Super- strings ? Quarks and Leptons Cells, Crystals, Materials Living Organisms, Man-made Structures
SLIDE 32 Vib ibratin ing a and Collid
ing Sup uperstrin ings
Different modes of vibration (excitation) will correspond to different types of fundamental particles. Two types of strings: Open strings and Closed Strings However, at the moment we don’t really understand the connection between the vibrations of the string and the fundamental particles
SLIDE 33 AL ALL In Intera ractions
All interactions are just merging of strings
splitting up of a string What the world might look like at the smallest possible scales
SLIDE 34 Rolled- up d p dimensi nsions ns
The Superstring model is extremely complicated mathematically But the Superstring model requires that we live in a 9-dimensional space, but with 6 dimensions “rolled up” (+ 1 time dimension) A 1-dimensional string (a rope) is really 2-dimensional when viewed at high resolution (small distances) We think we live in a 3-dimensional space (+ 1 time dimension)
SLIDE 35 Supe perst string ngs i s in n many ny d dimensi nsions ns
Every point in our normal 3- dimensional space is really a 6-dimensional space (Calabi-Yau Space) 2-dim space with 2 curled-up dimensions (a sphere) in each point 2-dim space with 6 curled-up dimensions (Calabi-Yau Space) in each point
SLIDE 36 Supe perst string ngs: s: P Pro a and nd Con
The superstring model is just a theoretical construction that can not be experimentally verified. It could be “The Ether Theory” of the 21st century. Very controversial model. The physicists are having heated debates as to whether this model makes sense. The concept of the superstring is physically and mathematically appealing The superstring model can explain many theoretical problems in modern physics
Pro: Con:
Phil Anderson Princeton Brian Greene Columbia Edward Witten Princeton Lee Smolin Perimeter Institute The superstring model is just
possibilities for new physics. Quantum Gravity.
SLIDE 37 Summary ry
Living Organisms, Man-made Structures Cells, Crystals, Materials Molecules Atoms Elementary Particles Quarks and Leptons Super- strings ?
???
Will ll the there be an end?