basic anatomic & nuclear physics

12
1 Intro To Medical Physics_STAM [Lec01 (1.1)] 1 INTRODUCTION TO MEDICAL PHYSICS (BMB 34103) Lecturer : SITI AFIFAH MOHSHIM (STAM) Lecture 1.1 : STRUCTURE OF ATOM AND NUCLEUS ATOMIC MASS AND ENERGY UNITS Intro To Medical Physics_STAM [Lec01 (1.1)] 2 TOPIC 1

Upload: hazwani-azhar

Post on 28-Sep-2015

240 views

Category:

Documents


0 download

DESCRIPTION

Medical Physics

TRANSCRIPT

  • 1Intro To Medical Physics_STAM [Lec01 (1.1)]

    1

    INTRODUCTION TO MEDICAL PHYSICS

    (BMB 34103)

    Lecturer : SITI AFIFAH MOHSHIM(STAM)

    Lecture 1.1 : STRUCTURE OF ATOM AND NUCLEUS ATOMIC MASS AND ENERGY UNITS

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    2

    TOPIC 1

  • 2Intro To Medical Physics_STAM [Lec01 (1.1)]

    3

    TOPIC 1.1

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    4

  • 3Intro To Medical Physics_STAM [Lec01 (1.1)]

    5

    1.1 STRUCTURE OF ATOM AND NUCLEUS

    Atoms are composed of three types of particles : protons, neutrons, and electron.

    The electron is constantly spinning around the center of the atom (called the nucleus).

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    6

    1.1 ATOMIC MASS AND ENERGY UNITS

    The atomic mass (ma) is the mass of an atom, most often expressed in unified atomic mass units (amu).

    amu is a unit of mass used to express atomic and molecular masses.

    atomic mass atomic weight

    unified atomic mass unit (amu) = dalton (Da) = universal mass unit

  • 4Intro To Medical Physics_STAM [Lec01 (1.1)]

    7

    1.1.1 Early Models Of Atom

    Who had been discover the atom?1) Isaac Newton

    a) The atom was a tiny, hard, indestructible sphere

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    8

    1.1.1 Early Models Of Atom

    Who had been discover the atom?2) JJ Thomson

    a) Suggested a model of the atom as a volume of positive charge with electrons embedded throughout the volume (the seeds in a watermelon) See figure.

    b) Plum Pudding Model

  • 5Intro To Medical Physics_STAM [Lec01 (1.1)]

    9

    1.1.1 Early Models Of Atom Who had been discover the atom?

    3) Rutherforda) Performed a critical experiment (Geiger

    Marsdens) showing that Thomson's model couldn't be correct.

    Rutherford atomic model

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    10

    1.1.1 Early Models Of Atom

    Who had been discover the atom?

    4) Neils Bohr When the atom was

    excited the electron could jump to a higher level.

  • 6Intro To Medical Physics_STAM [Lec01 (1.1)]

    11

    1.1.1 Early Models Of Atom

    Spectra When the electron came back down, it released energy in the form of light

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    12

    1.1.2 Atomic Number

    Number of the nucleons (neutrons and protons) in the

    nucleusMass NumberA

    Number of the neutron in the nucleusNeutron NumberN

    Number of the proton in the nucleus (or the number of

    electrons outside the nucleus).

    Atomic NumberZ

    ExplanationMeaningSymbol

  • 7Intro To Medical Physics_STAM [Lec01 (1.1)]

    13

    1.1.2 Atomic Number

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    14

    1.1.2 Atomic Number

    93

    No of Electrons(equal to Z

    modified by charge number)

    808104No of Neutrons(equal to A-Z)

    56893No of Protons (equal to Z)

    Elemental Symbol

  • 8Intro To Medical Physics_STAM [Lec01 (1.1)]

    15

    1.1.2 Atomic Number

    Example 1.1 : Consider the isotope F19.

    (a) What is the name of this element? (b) How many protons are in this isotope? (c) How many neutrons are in this isotope?

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    17

    1.1.3 Composition of Structure Nucleus

    It contains two kinds of fundamental particles: protons (+ve charge) and neutrons (no charge)

    Atom

  • 9Intro To Medical Physics_STAM [Lec01 (1.1)]

    18

    1.1.3 Composition of Structure

    0.5115.486 x 10-49.109 x 10-31Electron

    939.571.0086651.6750 x 10-27Neutron

    938.281.0072761.6726 x 10-27Proton

    MeV/c2amukg

    MASSES

    PARTICLE

    Charge & Mass; Atomic Masses

    Conversion Factors :

    1 amu = 1.660559 x 10-27kg 1 amu = 931.5 MeV/c21 Newton = 1 kg m/sec21 Joule = 1 Newton-meter 1 MeV = 1.6022 x 10-13 joules

    The rest energy of a particle is given by

    E = mc2E = rest energym = mass c = speed of light ~ 2.99792x108 m/s

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    19

    1.1.4 Electron Binding Energies And Energy Levels

    Binding Energy Binding energy is defined as the amount of

    energy that must be supplied to a nucleus to completely separate its nuclear particles (nucleons).

    The loss in mass, or mass defect, is due to the conversion of mass to binding energy when the nucleus is formed.

  • 10

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    20

    1.1.4 Electron Binding Energies And Energy Levels

    Binding Energy

    Mass Defect = [ Z (mp + me) + (A Z) mn ] - matom

    Binding energy can be calculated using :

    Binding Energy (BE) = (Mass Defect)

    amuMeV

    15.931

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    21

    1.1.4 Electron Binding Energies And Energy Levels

    Example 1.2 :

    Calculate the mass defect for lithium-7. Given the mass of lithium-7 is 7.016003 amu.

  • 11

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    23

    1.1.4 Electron Binding Energies And Energy Levels

    Electron Binding Energy Electron binding energy, or ionization

    potential, is the energy required to remove an electron from an atom, molecule, or ion, and also the energy released when an electron joins an atom, molecule, or ion.

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    24

    1.1.4 Electron Binding Energies And Energy Levels

    Energy Levels of Atoms The electrons near the nucleus are the lowest

    energy level and would have the greatest binding energy.

  • 12

    Intro To Medical Physics_STAM [Lec01 (1.1)]

    25

    1.1 STRUCTURE OF ATOM AND NUCLEUS ATOMIC MASS AND ENERGY

    UNITS

    Exercise : Calculate the following in

    relation to Uranium-235. One Uranium-235 atom has a mass of 235.043924 amu.

    a. Mass defect b. Binding energy

    ( )U23592