Skip to main content

Stains And Dyes

STAINS AND DYES


Stains and dyes are used to great lengths in microbiology to highlight certain parts or organelles of cells when put under the microscope. They can also be used to classify the various parts of the cells and different cell groups in a tissue. Stains can be used on their own as well as mixed with other stains and dyes. In fact, the process of using multiple stains to highlight important parts of an already stained cell is called counterstaining. You may have used safranine while preparing a temporary mount of leaf peel to observe stomata. That is an example of a stain.

When it comes to the process of applying stains, there are broadly two different classifications: IN VIVO staining and IN VITRO staining. As the name suggests, IN VIVO staining is practised on live tissue. It helps us observe the chemical reactions taking place within a living cell. Stains are used here to highlight the chemicals and chemical reactions taking place.

IN VITRO staining is practised on cells and tissues removed from their biological context. Staining here is usually not single i.e usually multiple stains are applied so that scientists can observe the various parts of the fixed sample. Many cells in a tissue may continue to perform some life processes until they are “fixed”. Different stains can be applied to the living and non-living parts of the cell. The stains that apply to the non-living parts of a cell are known as “vital stains”. These include stains like propidium iodide and erythrosine. These, quite ironically, get rejected by the living cells and apply to the dead cells.

Supravital stains, on the other hand, apply to the living cells in a tissue. They get accepted by the living cells but are toxic for the organism being studied and the living soon become the dead cells. These include stains like Nile blue, Methyl violet and Hoechst stain. As one can notice, stains are often named after the colour they represent.

Here let us take the example of two common stains: Iodine and Safranine.

Iodine

Iodine is not only the 53rd element of the modern periodic table, it is also a stain! Lugol’s iodine (IKI) is used as a stain in the test for starch. It is brown in colour in its aqueous solution, but turns black in the presence of starch. It can also be used as a cell stain for the nuclei of the cell, making it more visible.

Safranine

Safranine (C20H19ClN4) is a compound used for the staining of cell nuclei red while counterstaining. It is often confused with ‘saffron’, an expensive dye which also happens to appear in the Indian flag (Jai Hind!). It is also misspelled as ‘safranin’ but it requires the –ine ending as it is an amine.



Stains and dyes are also used in woodwork, where they are used to add colour to wood. There we can notice a difference between stains and dyes. Stain contain pigments for adding colour along with binders to help bind to the wood. Binders are glue-like substances which help the pigment get stuck to the wood.

Dyes, however do not contain pigments or binders but are clear and practically transparent so that the wood underneath can be seen. Dyes can be applied when they are mixed with water and alcohol which are not binders. They also sink into the wood so that the dyed wood feels the same as the wood you obtain from trees.

This article is written by Aman Thukral of Amity International School!!!

Enjoy your high school with - High School Pedia : www.highschoolpedia.com

Comments

Popular Posts

Animal and Plant Cells

 Cells Cells are the basic functional, biological and structural unit of life. The word cell is a Latin word meaning ‘small room’. Cells are also known as building blocks of life.  The branch of science that deals with the form, structure, and composition of a cell is known as Cytology. All organisms around us are made up of cells. Bacteria, ameba, paramecium, algae, fungi, plants and animals are made up of cells.  Cells together form tissues. And tissue together makes an organ. History Of Cell The cell was discovered by Robert Hooke in 1665. He assembled a simple microscope and observed a very thin slice of cork under his primitive microscope. The cork was obtained from the outer covering of a tree called bark. Robert Hooke observed many little-partitioned boxes or compartments in the cork slice. These boxes appeared like a honey-comb. He termed these boxes as the cell. He also noticed that one box was separated from another by a wa...

High School Pedia

It is an initiative by some students to spread the light of knowledge to everyone and everywhere. It was started in the year 2015 and has grown rapidly in the past few months. By the means of this website, we try to provide information on every topic that we can reach up to. You can find different articles on this website. All these articles are written in simple language so that everyone can understand it and learn from it. We at High School Pedia believe in creative learning and this is the reason why we add our own edited graphical representations in every article. Once a very learned man said, “Knowledge increases by not keeping it to yourself but by sharing it with others”. And we follow the same motto “Share to Learn”. The team of High School Pedia tries its best to provide you with the best and original content. Unlike many other websites, High School Pedia is famous for its original and inspiring content.

Important Mathematical Constants!

Important Mathematical Constants Mathematical constants are those numbers that are special and interesting because they come up in the various fields of mathematics like geometry, calculus etc. These mathematical constants are usually named after the person who discovered it and they are represented by a symbol that is usually picked up from the Greek alphabet. Mathematical constants are by definition very important. In this article we will take a look at certain mathematical constants that are more commonplace than others. 1.       π (pi) or Archimedes constant (~3.14159):   π is defined as the ratio of the circumference of a circle to its diameter. This is probably the most popular mathematical constant. So π is the circumference of the circle whose diameter is 1 unit. You might have seen it popping up when calculating the area of a circle (πr 2 ) or the circumference of a circle (2πr). It has many uses throughout mathematics from calcula...

SETS, RELATIONS & FUNCTIONS

SETS, RELATIONS & FUNCTIONS Sets are a fundamental part of mathematics and it’s knowledge is very important in present. It defines the concepts of relation and functions. These functions are also very essential for present day maths. SETS Sets are denoted by capital letters. They are similar to matrices whose elements are denoted by small letters. But in sets an element comes only at once. Sets are matrices which give a sense of belonging. This sense of belongingness is represented by  ∈   .We can write anything in a set like rivers of India, Wonders of the World .etc.  For an example let there be a set of positive single digit. Let the set be denoted as A Therefore, 8 ∈ A  Also we can write, 17 ∈ A Set can be represented by two types  ROSTER In roster form we write elements in curly brackets and separate them with comma.  If there be set of positive integers less than 10. Therefore the set will be {1,2,3,4,5,6,7,8,9}  SE...

Sleep 360 Smart Bed

Hi, people ! What are you guys doing on this Sunday? Planning on sleeping all day? But sleeping would be useful only if your bed is comfortable enough! A smart bed would be perfect. Yes, a smart bed! The company Sleep Number brings you the Sleep number 360, the first smart bed ever!

REALLY Fast & Accurate Multiplication!!!(Vedic math)

Multiplication- as it should be done (Vedic math)                    Ever been thwarted by a math exam because of your slow or inaccurate multiplication, even when u know your trigonometry ratios. Here’s a method to uncomplicate your life and save you the invaluable time in your math exam Principle: This method mainly states multiply diagonally wherever possible and if not, multiply vertically Brief history (as if you wanna know😏!): This method was obtained from the Sanskrit Vedas, and therefore is considered a part of Vedic math but you don’t want me babbling about its history, so here is the method…   Lengthy Tutorial: 1)       You would first want to take out a piece of paper 😛 Ok fine, I get it… for real now 1)       For this example, we’re going to multiply 141 and 132 2) ...

Acceleration Due To Gravity (g)

Acceleration Due To Gravity (g) All objects are attracted towards the earth by a force which is called The force of gravity . This force produces an acceleration which is called acceleration due to gravity and is denoted by 'g'. The value of 'g' on the surface of the earth is 9.8m/s^2. 'g' is an extremely important constituent of Physics and most of the Physics numerical problems involve the usage of 'g'. Effect of The Shape of Earth on 'g' 1)Earth isn't a proper sphere, it's a geoid ( flattened at the poles ) 2) g = GM/Re^2 The radius of the earth is lesser at the poles than the equator Therefore, the value of 'g' will be more at the poles, ( according to calculations, by 0.018m/s^2, it will be more ) Variation In 'g' We take the magnitude of 'g as 9.8 in general, but the value of 'g' varies:- 1) IF THE OBJECT IS ABOVE THE SURFACE OF THE EARTH, g(at h) = g(1+2h/Re) 2)...