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III- Matula




Team 5
A. Atomic Spectrum
   atomic spectrumThe range of characteristic frequencies
    of electromagnetic radiation that are readily absorbed and
    emitted by an atom. The atomic spectrum is an effect of
    the quantized orbits of electrons around the atom. An
    electron can jump from one fixed orbital to another: if the
    orbital it jumps to has a higher energy, the electron must
    absorb a photon of a certain frequency; if it is of a lower
    energy, it must give off a photon of a certain frequency.
    The frequency depends on the difference in energy
    between the orbitals. Explaining this phenomenon was
    crucial to the development of quantum mechanics. The
    atomic spectrum of each chemical element is unique and
    is largely responsible for the color of matter. Atomic
    spectra can also be analyzed to determine the
    composition of objects, such as stars, that are far away.
    See more at orbital, See also spectrum.
   A.) Colors of vaporized element.
          ( Using Flame test)
B. The value of length in nanometer.

1 nanometer = 1.0 × 10-             1 nanometer = 1 000
7 centimeter
                                     picometers
1 nm = 1.0 × 10-7 cm                 1 nm = 1 000 pm
1 nanometer = 1.0 × 10-
8 decimeter                         1 nanometer = 10
1 nm = 1.0 × 10-8 dm                 angstroms
1 nanometer = 1.0 × 10-9 meter       1 nm = 10 Å
1 nm = 1.0 × 10-9 m                 1 nanometer = 0.001
1 nanometer = 1.0 × 10-              micron
10 dekameter
                                     1 nm = 0.001 μm
1 nm = 1.0 × 10-10 dam
1 nanometer = 1.0 × 10-             1 nanometer = 0.001
11 hectometer                        micrometer
1 nm = 1.0 × 10-11 hm                1 nm = 0.001 μm
1 nanometer = 1.0 × 10-             1 nanometer = 1.0 × 10-
12 kilometer
                                     6 millimeter
1 nm = 1.0 × 10-12 km                1 nm = 1.0 × 10-6 mm
2) The weigh particle
models
This past year has seen a fair amount of excitement in the
particle-physics community, with bumps and jumps and
leaks and debates, but sadly without any spectacular
discoveries. In fact, since the both the CDF and D0
experiments at the US Fermi National Accelerator
Laboratory (Fermilab) reported the production of the top
quarks in 2009, it’s been rather quiet on the particle front.
So it was quite refreshing to hear that researchers at
the CDF collaboration at Fermilab announced the
observation of a new particle – the neutral “Xi-sub-bThis
particle is basically a baryon – a Standard Model particle
that is formed of a combination of three quarks.
Common examples of baryonic particles are the proton – a
combination of two up quarks and a down quark and the
neutron – a combination of two down quarks and an up quark.
This new addition consists of a strange quark, an up quark
and a bottom quark (s-u-b). While its existence was predicted
by the Standard Model, the observation of the neutral Xi-sub-b
is significant because it strengthens our understanding of how
quarks form matter. This new particle fits into the bottom
baryons group, which are six times heavier than the proton
and neutron because they all contain a heavy bottom quark.
The particles are produced only in high-energy collisions, and
are rare and very difficult to observe.
Once produced, the neutral Xi-sub-b travels a fraction of a
millimetre before it decays into lighter particles.
. Combing   through
almost 500 trillion
proton–antiproton
collisions produced by
researchers isolated
25 examples in which
the particles emerging
from a collision bore
the signature of the
neutral Xi-sub-b. The
analysis established
the discovery at a level
of 7 sigma, clearing the
5 sigma threshold quite
easily. (Image
courtesy: Fermilab)
3) Fundamental particles of
           atoms

Baryons, subatomic particle that is
composed of three smaller particles
called quarks. Two of the particles found
in atoms are baryons: the proton and
the neutron. Protons and neutrons
combine with particles called electrons
to make atoms.
Meson, any member of a class
of tiny particles that make up
matter. Mesons are composed
of smaller particles called
quarks and antiquarks. Quarks
and antiquarks are elementary
particles, particles so small and
basic that they cannot be
divided.
Antibaryons
   Baryons are characterized by a baryon
    number, B, of 1. Their antiparticles,
    called antibaryons, have a baryon
    number of −1. An atom containing, for
    example, one proton and one neutron
    (each with a baryon number of 1) has a
    baryon number of 2. In addition to their
    differences in composition, baryons and
    mesons can be distinguished from one
    another by spin.
Quarks
 Quark, smallest known building
 block of matter. Quarks never
 occur alone; they always are
 found in combination with other
 quarks in larger particles of
 matter.
Isotopes
   Isotope, one of two or more species of
    atom having the same atomic number,
    hence constituting the same element, but
    differing in mass number. As atomic
    number is equivalent to the number of
    protons in the nucleus, and mass number
    is the sum total of the protons plus the
    neutrons in the nucleus, isotopes of the
    same element differ from one another only
    in the number of neutrons in their nuclei.
Percentage abundance

Let’s take an example. Copper consists mainly
  of two isotopes, 63Cu and 65Cu, and its
  (average) atomic mass is 63.55 (to 2 d.p.)

  Let’s assume next that the percentage
  abundance of 63Cu is x
  This means that the percentage abundance
  of 65Cu will be 100-x
Given 100 random copper atoms, x will each have a
mass of 63 [total mass = 63x]
And 100-x will have a mass of 65 [total mass = (100-x) x
65 = 6500-65x]
So the total mass of 100 atoms = 63x + 6500–65x =
6500–2x
This means that the average mass = (6500–2x) / 100

But we are told in the question that average mass =
63.55
Therefore (6500-2x) / 100 = 63.55
So 6500–2x = 6355
Hence 2x = 6500-6355 = 145
And x = 72.5

So, in a typical sample of copper 72.5% of the atoms
are 63Cu and 27.5% are 65Cu.
Atomic orbital table
Electronics Configurations
  arrangement of atoms in their
orbitals:
The End...Thank you
for watching, I hope
you understand our
      report...

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Chemistry

  • 2. A. Atomic Spectrum  atomic spectrumThe range of characteristic frequencies of electromagnetic radiation that are readily absorbed and emitted by an atom. The atomic spectrum is an effect of the quantized orbits of electrons around the atom. An electron can jump from one fixed orbital to another: if the orbital it jumps to has a higher energy, the electron must absorb a photon of a certain frequency; if it is of a lower energy, it must give off a photon of a certain frequency. The frequency depends on the difference in energy between the orbitals. Explaining this phenomenon was crucial to the development of quantum mechanics. The atomic spectrum of each chemical element is unique and is largely responsible for the color of matter. Atomic spectra can also be analyzed to determine the composition of objects, such as stars, that are far away. See more at orbital, See also spectrum.
  • 3. A.) Colors of vaporized element. ( Using Flame test)
  • 4. B. The value of length in nanometer. 1 nanometer = 1.0 × 10-  1 nanometer = 1 000 7 centimeter picometers 1 nm = 1.0 × 10-7 cm 1 nm = 1 000 pm 1 nanometer = 1.0 × 10- 8 decimeter  1 nanometer = 10 1 nm = 1.0 × 10-8 dm angstroms 1 nanometer = 1.0 × 10-9 meter 1 nm = 10 Å 1 nm = 1.0 × 10-9 m  1 nanometer = 0.001 1 nanometer = 1.0 × 10- micron 10 dekameter 1 nm = 0.001 μm 1 nm = 1.0 × 10-10 dam 1 nanometer = 1.0 × 10-  1 nanometer = 0.001 11 hectometer micrometer 1 nm = 1.0 × 10-11 hm 1 nm = 0.001 μm 1 nanometer = 1.0 × 10-  1 nanometer = 1.0 × 10- 12 kilometer 6 millimeter 1 nm = 1.0 × 10-12 km 1 nm = 1.0 × 10-6 mm
  • 5. 2) The weigh particle models This past year has seen a fair amount of excitement in the particle-physics community, with bumps and jumps and leaks and debates, but sadly without any spectacular discoveries. In fact, since the both the CDF and D0 experiments at the US Fermi National Accelerator Laboratory (Fermilab) reported the production of the top quarks in 2009, it’s been rather quiet on the particle front. So it was quite refreshing to hear that researchers at the CDF collaboration at Fermilab announced the observation of a new particle – the neutral “Xi-sub-bThis particle is basically a baryon – a Standard Model particle that is formed of a combination of three quarks.
  • 6. Common examples of baryonic particles are the proton – a combination of two up quarks and a down quark and the neutron – a combination of two down quarks and an up quark. This new addition consists of a strange quark, an up quark and a bottom quark (s-u-b). While its existence was predicted by the Standard Model, the observation of the neutral Xi-sub-b is significant because it strengthens our understanding of how quarks form matter. This new particle fits into the bottom baryons group, which are six times heavier than the proton and neutron because they all contain a heavy bottom quark. The particles are produced only in high-energy collisions, and are rare and very difficult to observe. Once produced, the neutral Xi-sub-b travels a fraction of a millimetre before it decays into lighter particles.
  • 7. . Combing through almost 500 trillion proton–antiproton collisions produced by researchers isolated 25 examples in which the particles emerging from a collision bore the signature of the neutral Xi-sub-b. The analysis established the discovery at a level of 7 sigma, clearing the 5 sigma threshold quite easily. (Image courtesy: Fermilab)
  • 8. 3) Fundamental particles of atoms Baryons, subatomic particle that is composed of three smaller particles called quarks. Two of the particles found in atoms are baryons: the proton and the neutron. Protons and neutrons combine with particles called electrons to make atoms.
  • 9. Meson, any member of a class of tiny particles that make up matter. Mesons are composed of smaller particles called quarks and antiquarks. Quarks and antiquarks are elementary particles, particles so small and basic that they cannot be divided.
  • 10. Antibaryons  Baryons are characterized by a baryon number, B, of 1. Their antiparticles, called antibaryons, have a baryon number of −1. An atom containing, for example, one proton and one neutron (each with a baryon number of 1) has a baryon number of 2. In addition to their differences in composition, baryons and mesons can be distinguished from one another by spin.
  • 11. Quarks  Quark, smallest known building block of matter. Quarks never occur alone; they always are found in combination with other quarks in larger particles of matter.
  • 12. Isotopes  Isotope, one of two or more species of atom having the same atomic number, hence constituting the same element, but differing in mass number. As atomic number is equivalent to the number of protons in the nucleus, and mass number is the sum total of the protons plus the neutrons in the nucleus, isotopes of the same element differ from one another only in the number of neutrons in their nuclei.
  • 13. Percentage abundance Let’s take an example. Copper consists mainly of two isotopes, 63Cu and 65Cu, and its (average) atomic mass is 63.55 (to 2 d.p.) Let’s assume next that the percentage abundance of 63Cu is x This means that the percentage abundance of 65Cu will be 100-x
  • 14. Given 100 random copper atoms, x will each have a mass of 63 [total mass = 63x] And 100-x will have a mass of 65 [total mass = (100-x) x 65 = 6500-65x] So the total mass of 100 atoms = 63x + 6500–65x = 6500–2x This means that the average mass = (6500–2x) / 100 But we are told in the question that average mass = 63.55 Therefore (6500-2x) / 100 = 63.55 So 6500–2x = 6355 Hence 2x = 6500-6355 = 145 And x = 72.5 So, in a typical sample of copper 72.5% of the atoms are 63Cu and 27.5% are 65Cu.
  • 16. Electronics Configurations arrangement of atoms in their orbitals:
  • 17.
  • 18. The End...Thank you for watching, I hope you understand our report...