Sunday 11 October 2015

LAB 2: MEASUREMENT AND COUNTING OF CELLS USING MICROSCOPE

2.1: Ocular Micrometer


1.Introduction

An ocular micrometer makes it very simple to measure the size of micro-organisms that are mounted on a slide. An ocular micrometer consists of a circular disk of glass which has graduations engraved on one surface. In some microscopes, the ocular has to be disassembled so that the disk can be placed on a shelf in the ocular tube between the two lenses; however, in most microscopes the ocular micrometer is simply inserted into the bottom of the ocular.  Before an ocular micrometer can be used, it is necessary to calibrate it for each of the objectives by using a stage micrometer. The principle purpose of the exercise is to show you how to calibrate an ocular micrometer for the various objectives on a microscope. The distance between the lines of an ocular micrometer is an arbitrary measurement that only has meaning if the ocular micrometer is calibrated for the objective being used. A stage micrometer, also known as an objective micrometer, has scribed lines on it that are exactly 0.01mm (10 micrometers) apart. Illustration C reveals the appearance of these graduations.

2. Materials:

Microscope fitted with an ocular micrometer

Slide micrometer

Stained preparation of yeast and bacteria








3. Procedure:

1.      The stage micrometer is placed on the stage

2.      The microscope is focused using the lowest power objective until the image on the stage micrometer is observed superimposed on the eyepiece scale.


3.      The amount of the divisions of the eyepiece scale corresponding top a definite number of divisions on the stage scale is determined.

4.      The measurement of an eyepiece division in micrometer is calculated.


5.      The process is repeated by using the high-power and oil immersion objective.

6.      An example is shown as below:

Each division of the stage micrometer = 10 µm.
If 100 eyepiece divisions = 11 stage division = 110 µm then:
            1 eyepiece division = 110/100 = 1.1 µm

7.      The diameter of the field for each objective is calculated and recorded for further reference.

8.      The average dimensions (in µm) of a sample of yeast cells is determined and the process is repeated using a sample of bacterial cells.


RESULT

Total Magnification = objective lens power x eyepiece lens power (10x)     

The ratio magnification was calculated by:

Number divisions on stage micrometer/number of divisions on ocular micrometer

Hence, the observed diameter of yeast =0.9mm ocular

By using 10x magnification, 1mm on the stage micrometer represent 9.5mm on the eyepiece
Magnification
Ocular(mm)
Stage(mm)
4x
3.7
1
10x
9.5
1

Discussion

1.      An ocular micrometer is a glass disc which is inside the ocular lens. However, to view the specimen, the distance between the etched lines is dependent on the objective lens.

2.      To calibrate the micrometer, the ocular and stage are superimposed.


3.      The stage micrometer is act as a fixed ruler that fixed by the certain distance. It is used to be tell the distance that far apart marks on ocular micrometer.

Conclusion

By using both of the ocular micrometer and stage micrometer, the actual size of the microorganisms can be measured accurately.

Reference




2.2 Neubauer Chamber

Introduction

In this experiment, we are going to use the hemocytometer or known as counting chamber. It is a device used in manual blood cell counts consisting of a counting chamber of uniform that is covered by a ruler cover glass so that region under ruled square contains a known volume of the diluted blood specimen. The cover glass which is placed on the sample containing grid with an arrangement of squares of different sizes that make the counting of cells easier. It makes the counting number of cells in specified volume become possible.

Materials and reagents:

Serial dilutions of bacteria cultures

Neubauer and coverslip

70% ethanol

Sterile Pasteur pipettes


Procedure:

1.      By using the sterile dropper, the yeast culture (use 10-3 or 10-4) dilution is added to space between the coverslip and the counting chamber.

2.      The neubauer with the yeast culture is observed


3.      Under the microscope again with the same magnification.

4.      The number of yeast cells in the 16 randomly chosen squares are recorded.

Counting:

1.      The large middle square of the neubauer hemocytometer is chosen.

2.      The 16 smaller squares are randomly chosen from the large square.


3.      The number of yeast cells is counted from the 16 small squares.

4.      The average number of yeast cells per small squares is calculated (Only the cells inside a square and the cells that touch the upper and left grids are counted.  For example, there are 7 yeast cells counted in a small square with red grids on the top and left in the diagram below.)

Result

Calculations

Volume of a big box =1mm X 1mm X 0.1mm
=0.1mm3
Hence, 0.1mm3 = 0.0001cm3=0.0001ml
One big box =256 small boxes
Volume of one small box = 0.0001 / 256 =3.90625 x 10-7
Average of cells in 10 small boxes
=(25+27+17+15+23+20+19+24+26+17)/10
=213 / 10
=21.3cells
Concentration =21.3 /(3.90625 x 10-7)
=54528000cell/ml



Discussion



1.      The Neubauer chamber is a device to determine the number of particles per volume unit of a liquid which is made of special optical glass.

2.      The central square millimeter is ruled into 25 groups of 16 small squares. However, triple lines seperates each groups and the middle one is boundary.


3.      Furthermore, the suspension used should be diluted to prevent those cells overlapping with each other. Hence, it easier to be counted.
.
Conclusion

By using the Neubauer chamber, we can estimate the number of the microorganisms and calculated the concentration of the cells.

Reference



http://www.hawksley.co.uk/cell-count_glassware/05a_cell-counting/



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