|
|
|
No |
Data |
Nobel Prize Recipients |
Send by |
Country |
1 |
27.01.2004 |
|
Macedonia |
|
2 |
03.02.2004 | Alfred Nobel | Maja Grncaroska & Aleksandra Mirkoska, Tetovo |
Macedonia |
3 |
03.02.2004 | Kohn Walter | Nikoloska Nina I3 High School "Kiril Pejcinovic" Tetovo |
Macedonia |
4 | 05.06.2004 | The Nobel Prize for 2003 | (J.Nirmala's
student) K.Punitha,IX A, A.P.S.W.R.S.(G) |
India |
5 | 06.01.2004 | Nobel Prize 2003 in Chemistry | J.Nirmala, A.P.S.W.R.S.(G), |
India |
6 | 22.01.2004 | Nobel Prize2003 in Physics | (J.Nirmala's
student) N.Pushpalatha,IX A, A.P.S.W.R.S.(G), |
India |
7 | 19.03.2004 | Amy Johnson |
Biljana Nacevska I-3 High School ”Kiril Pejcinovic”, Tetovo |
Macedonia |
8 | 19.03.2004 | Mahatma Gandhi |
Monika Kostovska I-3, High School ”K.Pejcinovic”, Tetovo |
Macedonia |
Joliot-Curie, Irène (1897-1956), French physicist and Nobel laureate. She and her husband Frédéric Joliot-Curie shared the 1935 Nobel Prize for chemistry for their work in the synthesis of radioactive substances. Irène Curie was born in Paris, the daughter of the French physicists and Nobel Prize winners Marie and Pierre Curie. She graduated from the College Sevigne in Gagny, France, in 1914 and began her graduate education at the University of Paris (Sorbonne). Her graduate education was interrupted by World War I (1914-1917). In 1918 she resumed her education at the University of Paris, and received her Ph.D. degree in 1925 for her work on alpha particles (positively charged nuclear particles consisting of two protons bound to two neutrinos). Also in 1918 she began assisting her mother at the Radium Institute where she met Frédéric Joliot, whom she married in 1926. They subsequently worked together as a scientific team, and both assumed the name of Joliot-Curie. The Joliot-Curies specialized in the field of nuclear physics. In 1933, inspired by the research of German physicist Walther Bothe, they made the important discovery that radioactive elements can be artificially prepared from stable elements. In separate experiments they bombarded aluminum foil and boron with alpha particles, temporarily changing the aluminum into radioactive phosphorus and producing a radioactive form of nitrogen from the boron. This was the first instance of creating artificial radioactivity. In 1936 Joliot-Curie became a full professor at the University of Paris after lecturing there since 1932, and also served in the French cabinet as undersecretary of state for scientific research. She was a member of the French Atomic Energy Commission from 1946 to 1951 and director of the Institute of Radium after 1947. She became an officer of the Legion of Honor in 1939 and received many other honors for her contributions to nuclear science. Her death, on March 17, 1956, was caused by leukemia, which she contracted in the course of her work. |
||||
Alfred
Nobel
Alfred Nobel was a Sweden, born in Stockholm
on 21st
October 1833.His father came from a poor peasant family. |
||||
Kohn,
Walter (1923- ), Austrian-born American
physicist and Nobel Prize winner. Kohn shared the 1998 Nobel Prize
in chemistry with British chemist John Pople for their development of
methods that allow chemists and physicists to calculate the properties
of atoms and molecules. Atoms and molecules are the basic units of
matter. Atoms contain a positively charged nucleus surrounded by a cloud
of tiny, negatively charged particles called electrons. Molecules are
groups of atoms that have bonded together by merging their electron
clouds. Kohn developed a simplified way of understanding the location of
electrons in large molecules. His technique, called the density
functional theory, is considered revolutionary because it allows
scientists to make calculations for molecules with up to 1,000 atoms,
while the limit before Kohn’s theory was about 10 atoms. Kohn
was born in Vienna, Austria, but spent all of his adult life in North
America. He moved to Toronto, Canada, in 1941 to attend the University
of Toronto. Kohn graduated from the University of Toronto in 1945 with a
B.A. degree in mathematics and physics. He continued at the University
of Toronto and received a master's degree in applied mathematics in
1946. He then moved to the United States, where he earned his doctoral
degree at Harvard University in Cambridge, Massachusetts, only two years
later, in 1948. He was an instructor at Harvard University until 1950,
when he moved to the Carnegie Institute of Technology in Pittsburgh,
Pennsylvania, as an associate professor. He remained there until 1960,
when he moved to the University of California at San Diego (UCSD), where
he remained until 1979. He was the chairman of the physics department
there from 1961 to 1963. From 1979 to 1984 Kohn was the director of the
Institute of Theoretical Physics at UCSD. In 1984 he moved back to the
physics department of UCSD. He became an emeritus and research professor
there in 1991. The
work for which Kohn won the Nobel Prize was based on one of the basic
ideas of quantum mechanics . Quantum mechanics is a theory that
describes both light and matter in terms of both waves and particles.
Using quantum mechanics, physicists can describe the motion of an
electron (a tiny, negatively charged particle that is part of an atom)
with an equation called a wave function. Wave
functions are very useful for describing simple atoms, but for molecules
with many electrons, the equations quickly become too complex and
unwieldy to be useful. Kohn simplified the mathematics involved in these
calculations. His approach uses the average number of electrons at any
point—or the density of electrons—rather than trying to calculate
the positions of all of the electrons of a molecule. This simple
adjustment of the calculation allows scientists to calculate not only
average positions and energies of electrons but also the overall energy
of molecules. Kohn developed his theory—called density-functional
theory—during his work with metal alloys (different metals melted
together) at UCSD in the 1960s. |
||||
The
nobel prize in Physiology or Medicine for 2003 has been jointly
awarded to Paul C Lauterbur (Biomedical Magnetic Resonance Laboratory,
University of Illinois, USA) and Peter Mansfield (Magnetic Resonance
Centre, School of Physics and Astronomy, University of Nottingham, UK)
for their discoveries concerning "magnetic resonance imaging". |
||||
We
human beings consist to about 70% of salt water. This year's Nobel
Prize in Chemistry rewards two scientists whose discoveries have
clarified how salts (ions) and water are transported out of and into the
cells of the body. The discoveries have afforded us a fundamental
molecular understanding of how, for example, the kidneys recover water
from primary urine and how the electrical signals in our nerve cells is
generated and propagated. This is of great importance for our
understanding of many diseases of e. g. the kidneys, hearts, muscles and
nervous system. |
||||
Theory
of superconductors and superfluids: This year?s Nobel prize in physics is being shared between three scientists , Alexie A.Abrikosov[distinguished Argonne scientist, Argonne scientist, Argonne national laboratory, Moscow], vitaly L.Ginzburg [former head of the theory group at the P.N.Ledev physics instate, Moscow] and Anthony J.Leggett [MacArthur professor at the university of Illinois at urbanachampaign,USA] for pioneering contributions to the theory of superconductors and superfluids. Flow without resistance This year?s Noble prize in physics is awarded to the three physicists who have made decisive contributions concerning two phenomena in quantum physics; superconductivity[an element, inter-metallic alloy, or compound that will conduct electricity without resistance below a certain temperature is undesirable because it produced losses in the energy flowing through the material .Once set in motion, electrical current will flow forever in a closed loop of superconducting material-making it the closest thing to perpetual motion in nature. Scientists refer to superconductivity as a ?macroscopic quantum phenomenon?]and superfluidity [superfluid are based on advanced liquid-liquid technology using supercritical or near-critical fluids. These fluids are gases at ambient temperature and pressure conditions. They can exhibit a liquid-like density and at the same time, gas-like properties of diffusivity and viscosity].superconducting material is used, for example, in magnetic resonance imaging for medical examination and particle accelerators in physics. knowledge about superfluid liquids can give us deeper insight into the ways in which matter behaves in its lowest and most ordered state. At low temperature [a few degrees above absolute zero] certain metals allows an electrics current to pass without resistance. such superconducting materials also have the property of being able to displace magnetic flows completely or partly. Those that displace magnetic flow completely are called type-I superconductors and a theory explaining them was awarded the Nobel prize in physics in 1972.This theory, which is based on the fact that pairs of electrons are formed proved, however, to be inadequate for explaining superconductivity and magnetism to exist at the same time an remain superconductive in high magnetic fields. ALEXEI ABRIKOSOV succeeded in explaining this phenomenon theoretically. His starting point was a theory that had been formulated for type ?I superconductors by Vitaly Ginzburg and others , but which proved to be so comprehensive that it was also valid for the new type . Although this theories were formulated in the 1950s they have gained renewed importance in the rapid development of materials with completely new properties . Materials can now be made superconductive at increasingly high temperatures and strong magnetic fields Liquid helium can become superfluid, that is , its viscosity vanishes at low temperatures . Atoms of the rare isotope 3He have two form pairs analogous with pairs of electrons in metallic superconductors. The decisive theory explaining how the atoms interact and are ordered in the superfluid state was formulated in the 1970s by Anthony Leggett . Recent studies show how this order passes into chaos or turbulence , which is one of the unsolved problems of classical problems. |
||||
Amy
Johnson was a very famous pilot. She was born on 1st July 1903.Amy
Johnson flew from London to Australia and she went alone |
||||
Mahatma Gandhi was born in 1869 in India and he was by nationality Indian.. He was a great political leader and he believed in non-violence. He wanted his country, India, to be independent and his struggle for independence from the British government was successful. His non-violent campaign defeated the British. He died in1948. An assassin killed him. It was a tragic death for a very great man. |