Quadrat and Point Frame

Topic of November: Quadrat and Point Frame

Introduction

        Grasslands in Hong Kong are mainly found in the east and west parts of the New Territories, ranging from single specie dominant grassland to high biodiversity grassland. There are many factors that can affect the distribution, types, abundance and the growth of grasses, include soil pH, soil moisture, soil types and textures, temperature, organic and water content, light intensity, human impacts and etc.

        The commonly use methods to measure the vegetation cover in grassland are quadrats, of two types: square quadrat and point frame quadrat.

 

Square Quadrat

        Square quadrat is widely used in determining the distribution of plant communities (composition of plant species). Quadrat is a sampling unit of a known area. Square quadrat is basically a big square frame which consisted of many equal smaller squares. Large quadrats can be laid out using string and pegs as in the case of sampling grassland and woodland communities. More commonly used are the 1 m2 and 0.25 m2 frame quadrats (see diagram below).

         A small quadrat has generally been found to be more efficient than a large one when the dispersal of the population is aggregated. Since many small quadrats cover a wider range of habitat than a few large ones, the sample will be more representative. 

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         Many people believe that the more measurements you make, the more accurate results you have. However, sorting and counting all the species in a very large sample can be tedious and time consuming. In addition, when you plot the number of species found against the number of quadrats used, eventually a point is reached when all the common species have been identified and the increase of quadrats sampling will not increase the number of species found (see graph below).

        There is not a rule saying that this size of area has to do this number of sampling. However, for your convenient, here is an example. If the sampling site is about the size of a football pitch, using a 0.25 m2 quadrat, 25 sampling points may be suitable to give representative results, and so on.   

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         Using square quadrat for sampling is easy and the followings are the suggested procedures: (based on 20 samplings)

1.   identify the sampling site(s)

2. set up two transect lines (x and y axis at the edge of the site)

                    

3.   divide the two transect lines into 99 equal distance points each

           

4.   Use a random table (see table) to determine the x and y coordination number. For example, the numbers are 02, 06. Find the point 02 on the x axis and 06 on the y axis, the point where these two lines meet is the point for sampling.

             

5.   After the sampling point is identified, place the bottom left corner of the square quadrat onto the sampling point.

                        

6.   There are 25 small squares on the quadrat and therefore each whole small square represent 4% of the population. Now find the species present in the quadrat and count the number of squares covered by each specie. If the specie covers the whole small square, counts as 4% but if the specie only covers part of the small square (no matter how big part it is), count this part square as 2%. At the end, sum up the total coverage of that specie within the big quadrat. For example, the specie Common grass has covered 4 whole small squares and 4 part small squares, then the total coverage is 4 * 4% + 4 * 2% = 24%. [Common grass has 24% coverage on this quadrat].

7.   After identifying all the species and their coverage within the quadrat, use the random table to choose another set of coordinates and carry out the sampling again, until the total sampling quadrat number is 20.

8.   For the coverage % of the whole area, average the results of each species. Identify the number of species found in this area (biodiversity) and their abundance.

9.   These types of surveys are good at measuring the plant biodiversity and abundance between different sites, or compare the vegetation cover at different seasons. It is often to be used in conjunction with measuring other parameters stated at the beginning.

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Point Quadrat

        The point quadrat was developed to give an objective assessment of cover and gives reliable results for low growing vegetation. The apparatus consists of a free standing frame with a row of ten sliding pins, the points of which can be lowered down onto the vegetation. As each point is lowered to the ground, a record is kept of the number of times out of ten (10 pins per frame) that each species of plant is touched, i.e. the number of “hits”. The number of point quadrats used is dependent upon the same considerations taken into account when using square quadrats. The most convenient number per sampling area is ten, thus giving the number of units per 100 points.

 

Percentage cover =           Hits       ´ 100

                                  Hits + Misses

 

        For example, we used 15 point quadrats per sampling area and the number of hits for one particular species is 20. The total number of hits and misses will be 150 (10 points per quadrat). 

Therefore % cover = 20 / 150 * 100 = 13.3%. 

       The placing of point quadrats within the sampling area may be done by using random coordinates as for square quadrats. If the percentage cover values for the different species recorded are added together, the total often exceeds 100%. This is because a pin may well touch more than one species on the way down. If the same species is hit more than once by the same pin it only counts as one hit.

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         At Sha Lo Tung, a vegetation survey using point quadrat was carried out in May and the species found and their coverage were recorded, as follows:

 

Number of quadrat used

Vegetation identified

Number of hits per quadrat

1

Common narrow-leaved grass

Common board-leaved grass

Dandelion

6

8

2

2

Common narrow-leaved grass

Common board-leaved grass

7

2

3

Dandelion

Common board-leaved grass

1

10

4

Common narrow-leaved grass

Common board-leaved grass

Daisy

3

8

3

5

Mimosa

Dandelion

Daisy

3

4

2

6

Common board-leaved grass

Common narrow board-leaved grass

Golden rod

Dandelion

5

7

1

2

7

Mimosa

Common board-leaved grass

3

8

8

Common narrow-leaved grass

Common board-leaved grass

Daisy

7

5

2

9

Common narrow-leaved grass

10

10

Common narrow-leaved grass

10

         Find out the coverage of all the species listed in the table for the whole sampling site, thus determining which is the most dominant specie and which is the least common specie.

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