CCEA ADVANCED SUBSIDIARY

CHEMISTRY

 

MODULE 1
 

1.1             Atomic Structure

 

Electrons, protons and neutrons as the constituent particles of the atom. Their location in the atom, their relative masses and charges. Atomic number, mass number and isotopes.

 

When you have finished this section you should be able to:

·         Describe the properties of protons, neutrons and electrons in terms of their relative charge and relative mass ;

·         Understand the importance of these particles in the structure of the atom ;

·         Define the terms atomic number, Z and mass number, A ;

·         Use values for atomic number and mass number to calculate the number of protons and neutrons in the nucleus ;

·         Explain the existence of isotopes

·         Use isotopic symbols to describe the composition of the nucleus.

 

All atoms are electrically neutral. The number of electrons in the shells is the same as the number of protons in the nucleus. The mass is made up almost entirely from the masses of the protons and neutrons. The masses of the proton and neutron are virtually identical.

 

Properties of sub-atomic particles

 

Particle

Relative Mass

Relative Charge

Proton (p)

1

+1

Neutron (n)

1

0

Electron (e)

0  (1/1837)

-1

 

Evidence for particles

Electrons

J.J. Thompson (1897) experiments with cathode ray tubes.  He discovers a beam of rays emitted from the cathode when an electric current passes through a gas at low pressure.  The rays are deflected by electric and magnetic fields and consist of a stream of electrons.

 

Protons

Electric discharges through gases at low pressure produces a stream of particles from the anode.  Work with electric and magnetic fields shows them to be positively charged. Hydrogen gives the lightest particles, which are assumed to be protons.

Neutrons

Chadwick (1932) bombards beryllium with a-particles producing fast moving particles, which are not affected by electric or magnetic fields.  The particles are neutrons.

Relative sizes of atoms and nuclei

Atoms consist of a very small, dense nucleus, around which the electrons circulate in a comparatively large volume. The volume of the nucleus is about 10-44 m3 and it is composed of two different types of particles, protons and neutrons. These are known collectively as nucleons.

An atom is small, but its nucleus is smaller still. The radius of an atom is of the order of 10-10 m, but the radius of a nucleus is of the order of 10-15 m.

 

Do the next exercises will help you to appreciate the difference in size.

 

Exercise 1

Suppose a football, diameter 22 cm, is scaled up so that it becomes as big as the earth, diameter 13000 km.

Calculate whether an atom of diameter 0.32 nm (3.2 x 10-10 m) will become as big as:

A          a pin head, diameter 1mm

B          a 1p coin, diameter 1.9 cm 

 

C          a football, diameter 22cm

D          a weather balloon, diameter 1.8 m

 

Exercise 2

If the nucleus of an atom were scaled up to the size of a pin head (say 1 mm diameter), how big would the atom be?

100 m (about the length of a football field

 

 

Since the mass of an atom is concentrated in its nucleus, the nucleus must be extremely dense. Estimate how dense it is by doing the next exercise.

 

 

Exercise 3

For atoms of elements at the beginning of the Periodic Table the volume of the nucleus, VN, is given by:

                        VN  =  1.73 x (relative atomic mass) x 10-45 m3

Use this expression to calculate the density of the sodium nucleus:

(a)    in kg m-3     [9.60 x 1017 kg m-3]

(b)    in tonnes cm-3         [9.60 x 108 tonnes cm-3]

(Remember that 1 mol of sodium atoms weighs 23.0 g and contains 6.02 x 1023 atoms)

 

Exercise 4

Calculate:

(a)    the volume occupied by a sodium atom (radius 1.86 x 10-10 m)

(b)    the fraction of the volume occupied by the nucleus.

(Hint: assume that both the atom and its nucleus are spheres with volume given by 4πr3/3 )

 

Most of your body is empty space too. If all the spaces between the nuclei were squeezed out, you would be only half as big as a flea, although you would weigh the same.

With all this empty space why does any object appear solid? The electrons in an atom move very rapidly around the nucleus. The electrons effectively form a shield around the nucleus, marking the limits of the atom’s volume and making it seem solid.

 

 

 

Atomic number, Mass number and Isotopes

Atomic number and mass number give us important information about an atom and are particularly useful in distinguishing one isotope of an element from another.

 

Atomic number

The atomic number  (Z) of an atom is the number of protons in the nucleus.

 

 

Mass number

The mass number (A) is the total number of particles in the nucleus.

 

 

Isotopes

Isotopes are atoms of an element that have different numbers of neutrons in the nucleus i.e. they have the same atomic number but different mass numbers.

e.g. 3517Cl and 3717 Cl.

 

 

Exercise 5

The table shows the mass number and number of neutrons in the nucleus, for four atoms, W, X, Y and Z.

 

W         X          Y          Z

Mass number                 36        39        40        40

Neutrons in nucleus      18         20        21         22

 

a)      Write down the atomic numbers of the four atoms.W=18; X=19; Y=19;Z=18

b)      Which of the four atoms are isotopes of the same element?  W and Z;X and Y

c)      Use your Periodic Table to write isotopic symbols (e.g. 2713Al) for the four atoms.  

3618W; 3919X; 4019Y; 4018Z


 

Relative atomic mass, relative isotopic mass and relative molecular mass. The carbon-12 standard. The use of the mass spectrometer to obtain accurate atomic masses. (Details of the workings of the mass spectrometer are not required). Deduction of Relative Molecular Mass from a molecular ion peak. (Limited to ions with single charges).

 

When you have finished this section you should be able to:

·         Calculate the masses of coins relative to a chosen standard ;

·         Express masses in a variety of units ;

·         Define the terms relative atomic mass (Ar), relative isotopic mass and relative molecular mass (Mr) in terms of carbon-12 ;

 

 

Relative atomic mass

Atoms are so small that their masses, expressed in grams, are difficult to work with.  Some examples are listed in Table 1 below

 

Table 1

Element

Average mass of atom g

H