In fact, the first factor in choosing a disinfectant is its antimicrobial properties It must kill a wide range of viruses, bacteria, fungi, and other microorganisms.
Antimicrobial properties
In fact, the first factor in choosing a disinfectant is its antimicrobial properties It must kill a wide range of viruses, bacteria, fungi, and other microorganisms.
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)
Solubility
To be more effective, a chemical compound must be able to combine with water and other solvents.
Physical and chemical stability
Another
important factor in choosing a disinfectant is the physical and
chemical stability of the product And it should not lose its
antimicrobial effects over time.
In fact, this factor is of particular importance in the discussion of storage and long-term storage
Human, animal, and environmental health:
A proper disinfectant should only affect microorganisms and be harmless to humans, animals, and the environment.
Uniformity of compounds
Disinfectant
products must have a uniform phase, ie the percentage of compounds must
be constant with each use and not precipitate.
Active at room temperature
Disinfectants should be active at room temperature and do not require heat to act on microorganisms.
Penetration into depth
To disinfect surfaces you need a disinfectant that can penetrate deep into the pores, otherwise it will only disinfect the surface.
No damage to surfaces
Some
disinfectants on the market are corrosive or cause discoloration of
surfaces.Even some of these products cause rust and deformation of
metals and ...
Suitable percentage of alcohol
There
are different types of disinfectants on the market that if we want to
classify them, we must distinguish them in terms of alcohol content.
Most disinfectants on the market have an alcohol content of over
70%. But according to new theories, the high alcohol content is not a
reason for the product to be effective.
For more information on the effects of alcoholic disinfectants on the skin, read the article
Are disinfectants harmful to use in the long-term?
Durability and fast effect
A good disinfectant should work quickly and maintain its effect on hands and surfaces for a long time.
Price product
The price of chemical disinfectants varies not only based on the active ingredient but also on how the product is used.
Biobased disinfectant product Logic Sept
The
bio-based disinfectant Logic Sept has all the necessary factors and
even more. This creative product dries it completely due to its
molecular structure (pico: particles smaller than nano) by reaches
around the nucleus of the pathogen.
This product kills 99.99% of bacteria, resistant microbes, enveloping viruses including corona virus, fungi and other pathogens.
Performance
Logic Sept disinfectant is an antiseptic product
whose active ingredient is a large molecule. This molecule has a
positive electric charge. Because Logic Sept is soluble in water and
fat, it easily reaches cell walls. The active molecule makes the cell
membrane permeable.