Syllabus Edition

First teaching 2023

First exams 2025

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Structure of the Atom (SL IB Physics)

Topic Questions

1a
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4 marks

The diagram shows the experimental set-up of Rutherford's gold foil experiment. 

structure-of-the-atom-esq1a-ib-sl-physics

Identify the equipment required by adding words to the empty labels. 

1b
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3 marks

Rutherford made three observations from his gold foil experiment. 

Describe each observation labelled A, B and C. 

1c
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4 marks

Describe the property of atoms shown by each observation A, B and C in part (b). 

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2a
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2 marks

Describe how an emission spectra is created. 

2b
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4 marks

Explain the process involved in obtaining an absorption spectra. 

2c
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4 marks

The absorption and emission spectra for hydrogen are shown below.

structure-of-the-atom-esq2c-ib-sl-physics

Identify which is the emission and which is the absorption spectra and give a reason for each choice. 

2d
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1 mark

State how a substance can be identified by its emission line spectra. 

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3a
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2 marks

Rutherford's gold foil experiment involves an α particle source fired at a gold foil inside a vacuum chamber. 

Describe how air molecules can affect the experiment.

3b
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3 marks

The diagrams show three positions of α particles incident on a gold foil. 

Draw the complete path followed by each of the α particles shown. 

structure-of-the-atom-esq3b-ib-sl-physics

structure-of-the-atom-esq3b2-ib-sl-physics

structure-of-the-atom-esq3b3-ib-sl-physics

3c
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4 marks

Sketch a labelled diagram showing the experimental arrangement of the apparatus used by Rutherford.

This must include the α particle source, gold foil target and α particle detector. 

3d
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6 marks

State the three observations made by Rutherford in his gold foil experiment and their significance. 

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4a
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4 marks

Match, by drawing a line, the words with their correct definitions.

7-1-q1a-question--sl-sq-easy-phy
4b
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6 marks

The energy of a photon can be calculated using the equation

E equals fraction numerator h c over denominator lambda end fraction

Define the following terms and give the unit:

 

(i)
h
[2]
(ii)
c
[2]
(iii)
λ
[2]
4c
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2 marks

Calculate the wavelength of a photon with an energy of 1.44 × 10−19 J.

4d
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7 marks
(i)
Complete the gaps in the following paragraph by writing the correct words on the line.

 

Electrons in an atom can only have specific energies. These energies are called _________ _________ _______ .

Normally, electrons occupy the _______ energy level available. This is known as the __________ __________.

Electrons can gain energy and move up the energy levels by ______________  energy. 
[4]

 

(ii)
Underline the processes that allow an electron to move up an energy level.

Collisions with other atoms or electrons      Releasing a photon       Radioactive decay      Absorbing a photon   Changing colour      Emitting a neutrino      

A physical source, such as heat

[3]

   

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1a
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5 marks

Transitions between three energy levels in a particular atom give rise to three spectral lines.

In increasing magnitudes, these are related to the wavelengths, λa, λb, and λc,  

Use a diagram to show that the equation that relates λa, λb, and λc is:

 

1 over lambda subscript a space equals space 1 over lambda subscript b space plus space 1 over lambda subscript c 

1b
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5 marks

An atom has a ground state energy of −6.60 eV. 

 structure-of-the-atom-hsq1b-ib-sl-physics
 

Sketch a diagram of the possible energy levels for the atomic line spectra to show that the wavelengths λa, λb, and λc satisfy the equation. 

 
1 over lambda subscript a space equals space 1 over lambda subscript b space plus space 1 over lambda subscript c
 
1c
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3 marks

Describe the nature of the atomic line spectra shown in part (b). 

1d
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3 marks

Sir William Herschel discovered infrared radiation in 1800. The equipment he used is listed below:

  • Glass prism
  • Blackout curtains with an envelope slit to allow natural light through
  • Thermometers

Explain how he discovered infrared radiation using this equipment. 

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2a
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3 marks

Two students debate which electron energy transition causes a photon of infrared radiation to be emitted from excited hydrogen atoms. 

structure-of-the-atom-hsq2a-ib-sl-physics

Student 1 thinks it’s the transition E subscript 5 to E subscript 4 .

Student 2 thinks it’s the transition E subscript 1 to E subscript 0.

State and explain which student is correct.

2b
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5 marks

In a new type of special effects tube covered in a special infrared absorbent coating, the hydrogen atoms inside are excited. This leads to a series of events which result in the emission of photons in the visible region of the electromagnetic spectrum from the coating of the tube. 

Describe the series of events, following the excitation of the atoms, which results in the emission of visible photons.

2c
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3 marks

Discuss the meaning of the first molar ionisation energy.

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3a
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2 marks

An electron is accelerated through an electric field between two parallel plates. The plates are separated by 2.2 cm and the electric field has a strength of 6.37 × 102 V m−1.

Determine the kinetic energy of the electron in eV. 

3b
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2 marks

The electron then hits a hydrogen atom in its ground state and excites it. 

structure-of-the-atom-hydrogen-energy-levels---hsq3b-ib-sl-physics

(i)
Explain what is meant by excitation
[1]
 
(ii)
Determine the energy level the electron from the hydrogen is excited to
[1]
3c
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5 marks

Determine the range of wavelengths of all the photons that could be emitted as this electron returns to its ground state. 

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4a
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3 marks

Transitions between three energy levels in a particular atom give rise to three spectral lines. In decreasing magnitudes, these are f subscript 1, f subscript 2and f subscript 3.

The equation which relates f subscript 1, f subscript 2 and f subscript 3 is:

f subscript 1 equals f subscript 2 plus f subscript 3

Explain, including through the use of a sketch, how this equation relates f subscript 1f subscript 2 and f subscript 3.

4b
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5 marks

A different atom has a complete line emission spectra with a ground state energy of  –10.0 eV. is:

7-1-ib-sl-hard-sqs-q1b-question

Sketch and label a diagram of the possible energy levels for the atomic line spectra shown.

4c
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3 marks

Explain the significance of an electron at an energy level of 0 eV.

4d
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3 marks
 
(i)
Explain the statement 'the first excitation energy of the hydrogen atom is 10.2 eV'
  [1]
(ii)
The ground state of hydrogen is –13.6 eV. Calculate the speed of the slowest electron that could cause this excitation of a hydrogen atom. 
[2]

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1a
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4 marks

The energy levels of a hydrogen atom are shown below.                                                                                  

22-3-1a-m-hydrogen-energy-levels-sq-cie-a-level

 

Calculate the wavelength of radiation emitted when an electron falls from level n = 5 to the ground state in the hydrogen atom.

1b
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4 marks

When an electron of energy 1.88 × 10−17 J collides with a hydrogen atom, photons of ten different energies are emitted.  

Sketch arrows on the diagram from part (a) to show the transitions responsible for these photons. 

1c
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3 marks

Calculate the wavelength of the photon with the largest energy. Give your answer to an appropriate number of significant figures. 

1d
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2 marks

One way to excite a hydrogen atom is by the absorption of a photon. 

Explain why, for a particular transition, the photon must have an exact amount of energy. 

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2a
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3 marks

The lowest energy levels of an argon atom are shown below. 

structure-of-the-atom-argon-energy-levels---msq3a-ib-physics 

Calculate the wavelength of an emitted photon due to the transition level n = 5 to level n = 3.

2b
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4 marks

Draw arrows on the diagram above to show the electron transitions which emit a photon with a longer wavelength than that emitted in the transition from n = 5 to n = 3.

 

2c
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2 marks

A fluorescent tube is filled with argon gas at low pressure. When the argon atoms are excited, they emit photons.

Explain how the excited argon atoms emit photons.

2d
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3 marks

Explain how the coating on the inside surface of the glass in a fluorescent tube helps to emit photons in the visible spectrum.

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3a
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3 marks

In a HeNe laser, electrons collide with helium atoms. The ground state of a helium is labelled as 1s and the next energy level is labelled 2s.

When an electrons de-excite from 2s to 1s in helium, photons are emitted with a wavelength of 58.4 nm.

Calculate the energy difference of this transition, giving your answer in eV.

3b
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2 marks

An electron collides with a helium in its ground state, causing an electron to transition from 1s to 2s. The electron initially has 45.0 eV of kinetic energy.

Calculate the electron’s kinetic energy after the collision.

3c
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3 marks

Explain why it is not possible for the same electron from (b) to collide with the ground state helium atom and be left with 40.0 eV of kinetic energy. 

3d
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5 marks

Helium and neon coincidentally have very similar energy gaps for certain transitions, allowing one atom to cause an excitation in the other.

The excited helium atom from part (b) then collides with a ground state neon atom. The neon atom becomes excited and subsequently emits two photons in order to return to its ground state.

(i)
If the helium is left back in its ground state after the collision, determine the amount of energy transferred to the neon atom.
[1]
(ii)
If one photon has an energy of 1.96 eV, calculate the wavelength of the other.
[4]

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4a
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3 marks

Rutherford used the scattering of α particles to provide evidence for the structure of the atom. The apparatus includes a narrow beam of α particles fired at a very thin sheet of gold foil inside a vacuum chamber.

Explain why it is essential to use:

(i)
a vacuum in the chamber

[1]

(ii)
a very thin sheet of gold foil    

[1]

(iii)
a narrow beam of alpha particles   

[1]

4b
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3 marks

The diagram shows α particles incident on a layer of atoms in a gold foil.

On the diagram, draw and complete the paths followed by each of the α particles shown.

ma1b_7-3_medium_ib-physics

4c
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5 marks

Outline the results of the scattering experiment by explaining:

(i)
the main observations of the scattering experiment

[2]

(ii)
the significance of each observation

[3]

4d
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6 marks

The Thomson model of the atom preceded Rutherford’s model. In the Thomson model, the atom was imagined as a sphere of positive charge of diameter 10–10 m containing electrons moving within the sphere.

Thomson’s model could explain some of the results of the Rutherford experiment, but not all.

Explain

(i)
why, at small deflections, Rutherford’s experiment can be explained by Thomson’s model but not at large deflections

[3]

(ii)
why Rutherford’s model of the atom can account for the results at both small and large deflections

[3]

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