Microscopy is the science of using microscopes to
observe objects that are too small to be seen with the naked eye. In
microbiology, microscopy is essential for studying microorganisms such as
bacteria, fungi, protozoa, and viruses.
Importance of Microscopy in Microbiology
–
Study of morphology (shape, size, arrangement)
–
Identification and classification of microorganisms
–
Observation of stained and unstained specimens
– Understanding cell structure and function
Microscope-
"Micro" refers to tiny, and "scope" refers to view or look at. Microscopes are tools used to enlarge small objects so that they can be observed and studied. They range from a simple magnifying glass to an expensive electron microscope.
In
the field of microbiology, the invention of the microscope
is mainly credited to Antonie
van Leeuwenhoek (1632–1723). He was the
first person to observe and describe
microorganisms (which he called “animalcules”). He used a simple microscope with very high
magnification (about 200–300×). In 1674–1683,
he observed bacteria, protozoa, yeast,
and sperm cells.
Note- Zacharias
Janssen (c. 1590) → Invented the compound
microscope
Antonie van Leeuwenhoek → First to use the microscope to study microorganisms
Classification of microscopes.
Microscopes
can be classified based on various properties. Based on the lens system, microscopes are of
two types.
|
Simple microscope |
Compound microscope |
|
1. It has a single
lens system. |
1. It has two or more
lens system. |
|
2.
Example:-Magnifying glass. |
2. Example:-Compound
microscope basically used in the laboratory. |
|
3. Reading small
letters, simple observation |
3. Studying
microorganisms, cells |
|
4.Magnification Low
(up to ~10×) |
4. High (40×–1000×) |
|
Light Microscope |
Electron Microscope |
|
1. It uses light as a source of illumination. |
1. It uses an electron or electron gun as a source of illumination. |
|
2. Lens used in a glass lens |
2. The lens used is an electromagnetic lens. |
|
3. Here, a vacuum is not needed. |
3. A vacuum must be created since electrons can travel only in a vacuum. |
|
4. Resolution is low compared to the electron microscope. |
4. Resolution is very high, capable of viewing particles of size 0.1
to 0.2 nanometers (nm). |
|
5. Image can be directly seen by the human eye. |
5. Since the human eye can’t see electrons. Electrons are converted
into an amazing image by striking a fluorescent screen. |
Types of Microscope
Magnification
The microscope produces an enlarged image of the object
that is examined through it. This enlargement is known as its magnification
and is measured in diameter. Eg: A magnifying lens which gives an image 36 times as large as that of the object is said to have a magnification of 36 diameter
or 36X(x=times).
Magnification is the process of
enlarging the apparent size of an object. It tells how many times the image of
the object is larger than the actual object.
Total Magnification=Magnification of Objective Lens×Magnification of Eyepiece (Ocular Lens)
Example:
- Objective lens = 40×
- Eyepiece = 10×
- Objective
lens = 40×
Total Magnification=40×10=400×
Note: High
magnification without good resolution gives a blurry image.
Resolution
Resolution (or resolving power) is
the ability of a microscope to distinguish two points that are very close
together as separate entities. In other words, it measures the clarity or
detail of the image.
The
ability of a microscope to distinguish two closely spaced objects as separate
and distinct entities is called resolution. Eg. The human eye has the resolving
power of 0.25mm, which means that two dots placed 0.25mm apart can be
distinguished as two dots. If the distance between the two dots is less than
0.25, only one dot will be seen.
• Resolving Power (R.P.) = λ/2 NA where λ= wavelength of light , N.A=Numerical Aperture
or
Formula
for Resolution (d): d=λ/2 NA
Where:
- d= minimum distance between two distinguishable points
(in meters or micrometers)
- λ (lambda) = wavelength of light used (usually 400–700
nm for visible light)
- NA = Numerical Aperture of the objective lens
Interpretation:
The formula RP = λ / (2 x NA) indicates that the resolving
power is influenced by both the wavelength of light and the numerical aperture.
The resolving power is inversely proportional to the
wavelength of light (λ). As the wavelength decreases, the resolving power
increases, allowing for better separation of closely spaced objects.
The resolving power is directly proportional to the
numerical aperture (NA). Higher numerical apertures lead to greater resolving
power. A larger NA allows the lens to capture more diffracted light,
contributing to improved resolution.
- Smaller d → better resolution → can see finer details
- Higher NA or shorter wavelength → better resolving
power