All lectures try to popularize science expanding abilities learned at school
From Kepler's to Newton's laws
Following the path from Kepler to Newton, the connections between experience, prejudice,
intuition, and observation are exemplified.
Form the umbrella to the theory of relativity
Through use of the applet, the path is explained from the aberration of light (the umbrella effect)
to the relativity of simultaneity.
refering to the wave nature of light
With 60000 mph around the sun -
why we do not notice?
Is it truly the earth that turn around the sun, and not the sun that turnb around the earth?
Motion is stricly relative, relating to other, external objects. As far as the earth is concerned, motion can be observed with respect to the sun, the planets, the stars, and recently the
microwave backgroung radiation.
The first support of Copernicus' hypothesis of the earths motion came from the aberration
of the light of stars, kind of umbrella effect,
found in 1729 by Bradley. The stars appear to wander around small ellipses during the year:
just 20 arcsec. This effect leads on a logically short path to the theory of relativity
In the wave theory of light, there should be no aberration at all. Only the relativity of
simultanieity solves this riddle.
appropriate after the presentation of the heliocentric world or after
the presentation of the wave picture of light
The Michelson experiment and the theory of relativity
What exactly Michelson intended to find? The motion of the earth with respect to an all-pervading ether carrying the light waves (i.e. with respect to the isotropic propagation of light: Applet Aberration)!
How did he proceed? He tried to detect propagation time differences between longitudinal and transversal to the streaming ether directions:
What did he find? The ether is enclosed in the cellar like the air and at relative rest.
Why did one need an ether at all? To save the Galilean principle of relativity of velocities!
The solution came unexpectedly through Einstein's principle of the absolute speed of light.
Horoscope and time
appropriate after the presentation of Kepler's laws.
Einstein and the reflected light: the geometry of time
Appropriate after the presentation of the theorem, that any rotation or translation (in the plane)
can be produced by two subsequent reflections or after presentation of position-time diagrams.,
E = mc2 and the shortest
path to the most famous formula of science
appropriate after the presentation of Newton's laws or after presentation of the cited reflection theorem
Straight on through curved spaces
appropriate to illustrate spherical geometry, or world maps, or geographical coordinates
Beyond infinity: excursion to the wonders of non-euclidean geometry
Geeignet für die Oberstufe zur Illustration der sphärischen
Geometrie, aber auch schon für die Mittelstufe nach Vorstellung der Dreiecke und des
Umkreises und der Bekanntschaft mit Orts-Zeit-Diagrammen
Speedometers in the universe
Geeignet nach Vorstellung
Cosmology: Old answers and new questions
Discerning between theory and hypothesis, analyzing observations
More than 10 billion light years distance -
what can we possibly know about?
Geeignet nach Vorstellung des Spektrums
The Mercator map of the universe
Geeignet für die Oberstufe zur Illustration der sphärischen Geometrie.
Geeignet aber auch schon für die Mittelstufe nach Vorstellung der Weltkarten und der
How fast the galaxies recede beyond the horizon?
Geeignet für die Oberstufe zur Illustration
der sphärischen Geometrie. Geeignet aber auch schon für die Mittelstufe nach Vorstellung
der Weltkarten und der geographischen Koordinaten.
Chemistry with Big Bang
Geeignet als Illustration der
Gasgesetze und es Massenwirkungsgesetzes.
Pinning down the universe
The weight of the vacuum
The physics of the waltz
Mechanics of ballroom dancing.
Best with a place to try and find out.