CALL NOW TO ENQUIRE  ABOUT IN PERSON OR ONLINE  (ZOOM) tution : Mob: +44 (0)7557331782 :  

Font size: +

1.14 - 1.17 Atomic structure

 Atomic models

If a nucleus was the size of a raisin, the rest of the atom would be the size of a sports stadium

Atoms are the building blocks of matter. Atoms are the smallest possible particles into which an element can be subdivided, without changing its properties. 

As building blocks, they can be thought of spheres. 

However, to understand how and why atoms join up with one another, a more sophisticated model is needed..

The modern model of the atom suggests that virtually all of the mass of an atom is concentrated in the middle ( the nucleus). The nucleus is surrounded by electrons

The nucleus is very small compared to the atom as a whole. As electrons are even smaller, most of an atom is empty space.  The diameter of a nucleus can be 100,000 times less than the diameter of an atom. 

 Inner space

The small size of atoms give scientists a problem when trying to see them. Conventional microscopes cannot resolve particles at an atomic scale.

This short video gives an outline of how modern science is beginning to reveal the atomic world to us in a visual way. 

The technique outlined involves a nanoparticle of the element platinum. This is a particle which is a few nanometres in size.

The nanometre (symbol: nm) is a unit used to measure length . It is equal to one billionth of a metre (1 m / 1,000,000,000).  

 1.14 Visualising atoms

 Two different models of a carbon  atom

 Students should:

1.14 know what is meant by the terms atom and molecule

1.15 know the structure of an atom in terms of the positions, relative masses and relative charges of sub-atomic particles

The modern model of the atom was developed early in the 20th Century.

Sometimes it is convenient to think of atoms as spheres. On other occasions we think of a model where the atom is made up of a nucleus surrounded by shells of electrons.

An orbital model of the atom shows electrons in orbit around the nucleus.

 1.14 Modelling molecules

 Molecules are particles made up of two or more atoms bonded together

A molecule is a particle composed of more than one atom joined together by covalent bonds. 

The atoms in a molecule might all be of the same element eg Hydrogen (H2) or Oxygen (O2) . When a molecule contains atoms of different elements it is a compound e.g. Water (H2O) or Methane (CH4).

The different colours are used to represent atoms of different elements:

Red Oxygen
White Hydrogen
Black Carbon

 1.15 Sub atomic particles

This presentation outlines the key ideas which led to the development of the modern day theories of atomic structure. 

Work through the presentation in order - starting with the earliest theories. 

Use the information and the image below to construct an annotated time line.  

developing atomic models
masses and charges of subatomic particles

 Students should:

1.15 know the structure of an atom in terms of the positions, relative masses and relative charges of sub-atomic particles

Here we look at the particles inside the atom. Sub atomic particles are the particles found inside atoms. These include protons, neutrons and electrons:

  • protons are particles with a positive charge (+1) and a mass of 1 atomic mass unit (amu) . They are part of the nucleus of an atom
  • The number of protons is given by the atomic number of an element.
  • neutrons are particles with no charge and a mass of 1(amu) they are also part of the nucleus of an atom.
  • electrons are particles with a negative charge (-1 ) and a mass of 1/2000 of an amu, they orbit the nucleus in shells.

 1.15 Into orbit

This animation shows an atom of carbon, we know it is carbon because it has six protons shown in the nucleus.

The number of protons in the nucleus is given by the atomic number - ( also known as the proton number). You can find this on the periodic table.

The mass number of an atom is the total number of protons and neutrons. In this case, the nucleus has six neutrons and the atom therefore, has a mass number of 6 + 6  = 12.

Atoms with the same number of protons but a different number of neutrons can exist. These are known as isotopes of the element

Carbon has three isotopes, Carbon 12, Carbon 13 and carbon 14.  These are described in more detail in the next section:

 1.16 Activity 1. Three types of carbon atom

 Students should:

1.16 know what is meant by the terms atomic number, mass number, isotopes and relative atomic mass (Ar)

Use this presentation to explore the number and type of sub atomic particles which make up the three isotopes of carbon. Use the information to complete a copy of the table below:

ISOTOPE Carbon 12 Carbon 13 Carbon 14
no. of protons
no of neutrons
no of electrons

 1.17 Activity 2. Calculating relative atomic mass.

 Students should:

1.17 be able to calculate the relative atomic mass of an element (Ar) from isotopic abundances

 Sorting by mass

A mass spectrometer is an instrument which can separate and sort the particles in a sample of an element according to their mass. The output from a mass spectrometer is known as a mass spectrum.  For an element the mass spectrum tells us the percentage of each isotope which can be found in a naturally occurring sample. This data then allows us to calculate the relative atomic mass for the element under investigation.  

The relative atomic mass of an element is an average value of the mass of the individual isotopes in a naturally occurring sample of the element

The mass spectrum of boron

 Mass and abundance

The image shown here is a mass spectrum of the element boron. It shows the relative number of isotopes in a naturally occurring sample of the element. 

We  can calculate Ar values using this isotopic abundance data:

For Boron two isotopes exist, Boron 10 and Boron 11. The mass spectrum shows that 20% of boron atoms are Boron -10 and 80% are Boron -11.

The weighted mean is calculated as follows:

The relative atomic mass of boron is a weighted mean of all the isotopes in a naturally occurring sample of the element.

 1.17 Activity 3. You do the Maths

The mass spectrum of Zinc
The mass spectrum of Magnesium
The mass spectrum of Germanium
  • Look at the mass spectra for Zinc, Magnesium and Germanium and try to estimate the relative atomic mass for each element.
  • Use the data on the mass spectra to calculate the relative atomic masses for those three elements

 Answers: Ar of Zinc, Ar of Germanium, Ar of Magnesium