Project title:
Flashing Water Drops
Field: Physics
Florian Ostermaier (19)
Henrike Wilms (20)Visiting a stalactite
cave last summer, one of us made a strange
observation: Every time a drop fell down from
the top it seemed as if it would flash at a
certain height. We didn't know the explanation
for this, so we tried to reproduce the
phenomenon at home. Our first idea was to use
the drops falling down from the water tap. Quite
accidentally we found out, that the effect only
occurred when we put a light source in a very
special position towards the observer and the
falling drop. Fascinated by this mystery we
started doing some research on the strange flash
in the air. During our work we found out the
relevant factors and we can now exactly say,
under which conditions these flashes occur. In
addition to that we succeeded in describing the
phenomenon mathematically and we know now, that
the light reflections within a falling droplet
change because the droplet itself oscillates. We
also found out that this can be observed
everywhere a drop detaches from anything like in
the shower, at a water tap or raindrops falling
down from gutters. With our research we found a
completely new phenomenon that, as far as we
know, has never been analyzed by anyone else so
far.
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Project title: Examination of
Plants’ Self-Defence Against Pests
Field: Chemistry
Márton Spohn (18)
Some plants, especially members of the mint
family can defend themselves against their pests
on a special manner: they emit scents that
attract natural predators of the pests. This
phenomenon was studied by biologists and
chemists, but a contradiction remained
unnoticed: chemicals that are held responsible
directly for this effect cannot evaporate. My
project was aimed at finding the reaction
pathways taking place in the plant during an
attack to convert the furanoterpenoides
(chemicals responsible for self-defence) into
volatile compounds. Experiments were made with
plant extracts which mainly involved
chromatographic methods to discover possible
pathways. The experiment based effect mechanism
model of furanoterpenoids can explain the rapid
reaction of the plant to an attack despite of
the fact that furanoterpenoide is produced very
slowly. By discovering more details of floral
self-defence, more environment-friendly
pesticides may be developed.
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Project title:
An Extension of Wiener’s Attack on RSA Encryption
Field: Mathematics
Abdusalam Abubakar (16)
In 1990 Wiener showed that if RSA is used
with a small decryption exponent it can be
successfully attacked. He based his attack on
the properties of continued fractions, in
particular on a very well-known theorem of
Legendre concerning the approximation of
irrational numbers by simple continued
fractions. In 2004 Hinek proved that if a very
large decryption exponent is used, the RSA
system can be successfully attacked. Using a
small decryption exponent, d, has the advantage
of allowing rapid decipherment. It might be
thought that this advantage could be retained by
increasing d just beyond the range vulnerable to
Wiener’s attack. In attacks of the Wiener and
Hinek types the condition must be obeyed for the
success of the attack to be guaranteed. I shall
refer to this condition as the "n1/4
barrier". In this project I investigate attacks
beyond the "n1/4 barrier".
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Project title:
Energy from maize straw
Field: Environmental science
Martina HAFNER (19)
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Project title:
Can we walk on water?
Field: Physics
Anne-Laure DELAYE (17)
Aude LATRIVE (17)
Astrid VERPEAUX (17) |
Project title:
Molecular Identification and Characterization of
Phytoplasma Bacteria in Grapevines – Another
Milestone Saving the Wine Industry
Field: Biological science
Yael Amarilyo (17)
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Project title:
Latent heat storage system (Salt crystals as a new
energy storage technology)
Field: Engineering
Julian GLECHNER (17)
Werner POLLHAMMER (17)
David STOCKINGER (17)
Interview at
cogito.org
Article at cogito.org
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Project title:
Generalization of method of tiling in triangular and
hexagonal grid
Field: Mathematics
Eva Černohorská (20) |
Project title:
SmartCam – Development of a universal 3D-Camera
Field: Engineering
Florian Schnös (19)
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