Chapter 2 : Matter



Matter arrow_upward


  • Matter refers to any object that has mass and volume.
  • Examples include particles, atoms, rocks, cars etc.
  • Properties:

  • All matter must have Mass and Volume.
  • All matter exists one of four states:
    • Solid
    • Liquid
    • Gas
    • Plasma
  • Examples of the states of matter:
    • Water is a liquid. 
    • Vapor is a gas.
    • Ice cubes are solid.
    • The sun contains plasma.

    Mass arrow_upward


  • The mass of an object is a fundamental property of that object.
  • Mass has a symbol M and is measured in Kilograms (Kg) (In S.I. units).

  • Volume arrow_upward


  • Volume is a measure of an object’s capacity.
  • Volume is represented by the symbol V and is measured in units of meters cubed (m3 ).

  • Density of Matter arrow_upward


  • Ratio of mass to volume indicates the density of an object.
  • Here,

    • M is mass, measured in kilograms (kg),
    • V is volume, measured in meters cubed (m3 ),
    • D is density, measured in kilograms per cubic meter (kg/m3 ).

    Atom arrow_upward


  • All matter is made up of small particles called atoms.
  • Atoms are the smallest particles of matter that still retain the same properties of that type of matter, even when alone.
    • That is even when matter has been decomposed into atoms; it still retains the same properties.

    Atomic Mass Unit arrow_upward


  • It is the basis for measuring the masses of all other atoms.
  • It is 1/12th of the mass of a Carbon-12 atom.

  • Charged Particles arrow_upward


  • Three main types of charged particles:
    • Electrons have a negative charge.
    • Protons have a positive charge.
    • Neutrons have no charge.
  • The characteristics of three charged particles are:
  • Electron:
    • Symbol: e-
    • Electric Charge  Coulombs
    • Mass
  • Proton:
    • Symbol: p or e+
    • Electric Charge  Coulombs
    • Mass
  • Neutron:
    • Symbol: n
    • Electric Charge
    • Mass

    Conductors and Non-Conductors arrow_upward


  • All matter that conducts electricity can be divided into:
    • Conductors and
    • Semi-Conductors
  • All types of matter that don’t conduct electricity are called non-conductors or insulators.

  • Particles arrow_upward


  • Newton proposed that all matter consists of particles.
  • John Dalton’s experiment pointed out that all matter is made up of atoms.
  • J.J. Thomson’s experiment pointed out that atoms can be decomposed into smaller charged particles.

  • Matter Models arrow_upward



    Rutherford’s Model arrow_upward


  • All matter is made up of atoms.
  • Atoms are the smallest elements of matter that:
    • Cannot be divided by chemical reaction and,
    • Continue to have the properties of the matter.
  • All atoms have a nucleus made up of protons and neutrons located in the center of the atom.
  • Electrons orbit the nucleus of the atom.
  • The total number of electrons orbiting the nucleus must be equal to the number of protons in the nucleus.
  • Figure: Rutherford atomic model: electrons (blue) and nucleus (red)

  • The Atomic Number indicates:
    • Number of electrons in an orbit or,
    • The number of protons in the nucleus.
  • Only electrons in the outermost orbit can participate in any chemical reaction.

  • Bohr’s Model arrow_upward


  • Niels Bohr was able to explain the stability of atoms as well as the emission spectrum of hydrogen.
  • The Bohr model consists of a few main principles:
    • Electrons assume only certain orbits around the nucleus.
    • These orbits are stable and are called stationary orbits.
    • Each orbit has an energy associated with it.
    • For example, the orbit closest to the nucleus has energy E1 (energy level; n=1), the next closest E2 (energy level; n=2) and so on.

    Figure: The Bohr’s model of the hydrogen like atom (Z = 1)

  • Light is emitted when an electron jumps from a higher orbit to a lower orbit and,
    • When light is absorbed, an electron jumps from a lower to a higher orbit.
  • The energy and frequency of light emitted or absorbed is given by the difference between the energies of the two orbits,

    Where,

    • h = Planck’s constant,
    • “f” and “i” represent final and initial orbits respectively.

    Wave Behavior arrow_upward


  • Matter exhibits the De Broglie wavelength given by:

    Where,

     = Momentum,

     = Planck’s Constant.

  • Energy:
  • Momentum:
  • Matter wave's wavelength:

  • Energy of a Photon arrow_upward


    Where,

  • h = Planck’s constant
  • f = frequency of the photon.

  • Rutherford-Bohr Hydrogen-Like Atoms arrow_upward


  • Since the energy of a photon is:
  • The wavelength of the photon given off is given by:
    • This is known as the Rydberg formula.

    Where,

    • R = Rydberg’s Constant =
    • ns = series integer (2 = Balmer)
    • n = an integer > ns


    Thank You from Kimavi arrow_upward


  • Please email us at admin@kimavi.com and help us improve this tutorial.