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10 lectures

10 lectures. Mo 3 pm Mon 3 pm Tue 3 pm Wed 3 pm ( 2 x 45 ) Wed 3 pm ( 2 x 45) Thu 3 pm Fri 3 pm

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Page 1: 10 lectures. Mo 3 pm Mon 3 pm Tue 3 pm Wed 3 pm ( 2 x 45 ) Wed 3 pm ( 2 x 45) Thu 3 pm Fri 3 pm

10 lectures

Page 2: 10 lectures. Mo 3 pm Mon 3 pm Tue 3 pm Wed 3 pm ( 2 x 45 ) Wed 3 pm ( 2 x 45) Thu 3 pm Fri 3 pm

Mo 3 pm Mon 3 pm

Tue 3 pm Tue 3 pm

Wed 3 pm ( 2 x 45 ) Wed 3 pm ( 2 x 45)

Thu 3 pm Thu 3 pm

Fri 3 pm

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1. Quantum Physics1. Quantum Physics

2. Quantum Theory2. Quantum Theory

3. Dirac equation – gauge theories3. Dirac equation – gauge theories

4. Isospin, SU(3), quarks4. Isospin, SU(3), quarks

5. SSB and electroweak interactions5. SSB and electroweak interactions

6. Flavor mixing and CP-violation6. Flavor mixing and CP-violation

7. QCD7. QCD

8. Grand unification8. Grand unification

9. Composite weak bosons 9. Composite weak bosons

10. F10. Fundamental constantsundamental constants

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theorystring

nUnificatioGrand

bosonsgaugeleptonsquarks

nucleiatomic

moleculesandatoms

systemsclassical

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Matter consists Matter consists of atoms of atoms (===> (===> „atomos“)„atomos“)

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Atoms in Atoms in chemistrychemistry

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OH 2

molecules

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amdt

vdm

dt

pdF

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FF

F

jF

0

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19081908Hermann MinkowskiHermann Minkowski

time t => icttime t => ict

four-dimensional space-timefour-dimensional space-timeLorentz transformations Lorentz transformations

=> fourdimensional => fourdimensional rotationsrotations

-- Minkowski space-time ---- Minkowski space-time --

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19161916

EinsteinEinstein

Theory of Theory of General General

RelativityRelativity

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the Minkowski the Minkowski space-time is flat.space-time is flat.

gravity describes thegravity describes thecurvature of space-timecurvature of space-time

strong gravity field =>strong gravity field =>large curvature.large curvature.

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23490

23892 ThU

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:decaybeta

eepn

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December 14, December 14, 1900:1900:

lecture of lecture of Max Planck at the Max Planck at the Physical Society Physical Society in Berlinin Berlin

Energy ofEnergy of black body black body radiationradiation

==>>“quanta“ ==>>“quanta“

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Photo effect: Photo effect: metals absorb light and emit electronsmetals absorb light and emit electrons

Philipp Lenard:Philipp Lenard:energy of the electrons depends only energy of the electrons depends only on the frequency, not on the intensityon the frequency, not on the intensity

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hphotonofenergy

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interaction of interaction of electron electron

with photon:with photon:

=> electric charge e=> electric charge e- coupling constant for - coupling constant for the electromagnetic the electromagnetic

interaction - interaction -

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hce /22

Arnold Arnold Sommerfeld, Sommerfeld, 19161916

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fine-structure constant hce /22

=0.00729735253

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137

12

ch

e

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nucleus

electrons

stableorbits

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only discrete orbits are allowed - only discrete orbits are allowed - on these orbits no energy is emitted. on these orbits no energy is emitted.

=> stationary orbits=> stationary orbits

transitions from one discrete transitions from one discrete orbit orbit to another one is possibleto another one is possible

emission of a specific emission of a specific energy energy

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model of Bohrmodel of Bohr

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L. de Broglie:L. de Broglie: „ „particles“ particles“ are particles are particles and waves at and waves at the same the same time - as lighttime - as light

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uncertainty in location

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hpx

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Uncertainty between energy and Uncertainty between energy and time: time:

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uncertainty relation uncertainty relation follows follows

from the exact relation:from the exact relation:

hixi

hxpx

,,

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.

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wave functions of hydrogen

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David HilbertUniversity of Göttingen~ 1929

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2

2

2

2

2

2

2

2

),(

zyx

Vm

hH

trHt

hi

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simplest model: a particle between two walls

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2. nhconstEn

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2. xconstV

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2 2

2 28

h dE V

m dx

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4/0 hE

2/)2

1( hnEn

...0E

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