• Once the abundance of different species in an area has been recorded the results can be used to calculate the species diversity or biodiversity for that area
• Species diversity looks at the number of different species in an area but also the evenness of abundance across the different species
• An index of diversity is a measurement that describes the relationship between the number of species present and how each species contributes to the total number of organisms that are present in that community
• It is a much more informative measurement than species richness
  • For example, habitat A has 10 different plant species and habitat B has 7 different plant species
  • Habitat A would have a greater species richness score than habitat B
  • However, in habitat A there is only one individual of each plant species present (10 individuals present) while in habitat B there are over 20 individuals of each species present (over 140 individuals present)
  • Habitat B would have a greater index of diversity than habitat A

   

The index of diversity formula

• The formula is:

• Where:
  • n = total no. of organisms for a single species in the community
  • N = total no. of organisms in the community
  • Σ = sum of

   

•  The larger the number obtained, the higher the level of diversity

• To calculate:
  • Step 1: Calculate N(N-1) to find value A
  • Step 2: Calculate n(n-1) for each species
  • Step 3: Add these numbers together to find value B
  • Step 4: Divide value A by value B

   

• The possible values of index diversity are significant:
  • The larger the number obtained, the higher the levels of diversity

   

       Step one:       Calculate N(N-1) to find value A

N(N-1) = 202(202-1) = 202(201) = 40602

Step two:       Calculate n(n-1) for each species

Step three:     Add these numbers together to find value B

      Step four:      Divide value A by value B

40602÷ 6884 = 5.898

Index of Diversity,d = 5.90