Skip over navigation
Cambridge University Faculty of Mathematics NRich logo
menu search
  • Teachers expand_more
    • Early years
    • Primary
    • Secondary
    • Post-16
    • Events
    • Professional development
  • Students expand_more
    • Primary
    • Secondary
    • Post-16
  • Parents expand_more
    • Early Years
    • Primary
    • Secondary
    • Post-16
  • Problem-Solving Schools
  • About NRICH expand_more
    • About us
    • Impact stories
    • Support us
    • Our funders
    • Contact us
  • search

Or search by topic

Number and algebra

  • The Number System and Place Value
  • Calculations and Numerical Methods
  • Fractions, Decimals, Percentages, Ratio and Proportion
  • Properties of Numbers
  • Patterns, Sequences and Structure
  • Algebraic expressions, equations and formulae
  • Coordinates, Functions and Graphs

Geometry and measure

  • Angles, Polygons, and Geometrical Proof
  • 3D Geometry, Shape and Space
  • Measuring and calculating with units
  • Transformations and constructions
  • Pythagoras and Trigonometry
  • Vectors and Matrices

Probability and statistics

  • Handling, Processing and Representing Data
  • Probability

Working mathematically

  • Thinking mathematically
  • Developing positive attitudes
  • Cross-curricular contexts

Advanced mathematics

  • Decision Mathematics and Combinatorics
  • Advanced Probability and Statistics
  • Mechanics
  • Calculus

For younger learners

  • Early Years Foundation Stage

Avalanche!

Age 7 to 14
Challenge Level Yellow star
  • Project
  • Teachers' Resources

Avalanche! provides ideas for a STEM club for up to half a term.
This would be a great project for a STEM club wanting to combine maths and science in a fun and creative way.  It would also be a great project for students who want to gain a CREST award.

What does this project offer your club?

This project covers all the STEM areas, without needing to be specifically categorised as science or maths or engineering.  This should help students to integrate what they learn in lessons as they investigate the topic.

This project starts with a basic experiment, using whatever materials are available to pour through a funnel to make a heap.  Sooner or later there will be an avalanche.  Will it be a small, medium or large event?  Students collect data to help them make predictions about when avalanches will occur, and what the severity is likely to be.  The experiment can be extended in a variety of ways, helping students to think about what conditions are likely to make avalanches more or less likely, and how they might be prevented, or at least how damage might be minimised. 

Possible approach

This whole project is intended to be group activity.  Depending on how many people there are in your club, you could divide students into smaller groups, or all work together.  One possibility is to start off as a whole group, then let students work in smaller groups on particular questions they want to investigate further.  

Student worksheets can be printed out for each phase of the project:

  • the basic experiment
  • graphing the data
  • extending the investigation
  • thinking about avalanches

It is important that students record their data carefully, as well as enjoying the experiment and looking for avalanches, if they are to get behind the phenomena to find the science and the maths.  But this is also about having fun in discovering maths and science!

After the basic experiments have been completed, and students have drawn graphs of their data, it would be good for groups to report on what they have discovered to each other, if they have been in smaller groups.  This will ensure that everyone hears all the ideas that are emerging, and will help them to think about how they might take their investigation forward. 

Key questions

  • How can we categorise avalanches as small, medium and large?  What features might we observe and record to help us?
  • What patterns do we see in our graphs?  What do these patterns tell us about avalanches?  Can we make predictions based on these patterns?
  • Does the particle size make a difference to the frequency or severity of avalanches?
  • What about the dryness or wetness of the material?
  • How about if we mix different substances?  What difference does that make?
  • What if we tried ... ?

Other links:

The background tab goes through to pdf slides which avalanche researcher, Dr Jim McElwaine, of the University of Cambridge, used with school students in a videoconference about avalanches.  Although there is no commentary, the photos can be used to stimulate general discussion, and some suggested discussion points are listed.

Read: engineering is an article in which an engineer, Dr Ian Johnston, of the Open University, talks about the importance of mathematical models, and how simple experiments can be used to explore real-life events like avalanches.  He also talks about the experiment to model an avalanche using a funnel and suitable material, and two other ways of modelling avalanches using simple experiments.  

Avalanche researcher is an interview with Dr McElwaine, about his career as a mathematician and why he researches avalanches.

Related Collections

  • STEM clubs

You may also like

The Hair Colour Game

The class were playing a maths game using interlocking cubes. Can you help them record what happened?

In the Playground

What can you say about the child who will be first on the playground tomorrow morning at breaktime in your school?

The Car That Passes

What statements can you make about the car that passes the school gates at 11am on Monday? How will you come up with statements and test your ideas?

  • Tech help
  • Accessibility Statement
  • Sign up to our newsletter
  • Twitter X logo

The NRICH Project aims to enrich the mathematical experiences of all learners. To support this aim, members of the NRICH team work in a wide range of capacities, including providing professional development for teachers wishing to embed rich mathematical tasks into everyday classroom practice.

NRICH is part of the family of activities in the Millennium Mathematics Project.

University of Cambridge logo NRICH logo