CAUSTIC SODA FLAKES
The product introduction
Caustic soda (Sodium Hydroxide / Caustic SodaFlakes) is an alkaline material with white color and odorless. This materialwith the chemical formula, NaOH, is one of the most used chemicals in industry.Caustic soda is a dehumidifier and degreasing material and is produced in bothfood and industrial grades. When using caustic soda due to its severe corrosionproperty, the safety tips (according to MSDS available on the site) must beobserved.
Packaging
Caustic soda flakes produced by this company aresupplied to the market in the diverse packaging with high-quality according tothe order.
- Bag : 25 kg 2 ply (PP+PE)
- can : 15 kg
- Barrel : 30/50 kg
- JumboBag : 1000 kg (with 40 Bags)
- Pallat : 1000/1250 kg (with 40/50 Bags)
PHYSICAL AND CHEMICAL PROPERTIES
Molecular Weight: 40.00 g/mol
Melting Point (° C): 323 °C (Solid), 62 °C (Solution 70%), 12 °C(Solution 50%)
Boiling Point (° C): 1388 °C (Solid), 140 °C (Solution 50%)
Specific Gravity: 2.13g/cm3 (Solid), 2 g/cm3 (Solution 70%), 1.53 g/cm3(Solution 50%)
Solubility in Water: 1110 g/l @ 20 °C, 3370 g/l @ 100 °C
Solubility in others: Soluble in Methanol, Ethanol, Glycerol,Alcohols
Insolublein acetone and ether
Vapour Pressure: 2.4 kPa @ 20 °C (Solid), 1.5 mmHg @ 20 °C(Solution 50%)
pH value: 13.8 @ 50 g/l, H₂O
The caustic soda flakes applicationin the industry
The caustic soda is one of the most used materialsin the chemical industry.
-Oil, Gas and Petrochemicalindustries
In the petrochemical industry to neutralizeand degreasing and in the oil industry for refining petroleum (oil) productsand in drilling mud in the oil field.
-Food and Agriculture Industry
Caustic soda is used in the milk and dairyindustry, canning, beverage, sweetening olives, producing chocolate and cocoaand caramel, edible oil industry and sugar mills.
-Paper Industries
Caustic soda has an essential role in thepaper industry to separate the cellulose fibers from lignin and in wood separatingand pulp production. Caustic soda is used to increase the pH in the paperfibers fermentation process. With the addition of Caustic soda to paper fibers,pH rises and makes these fibers smooth and polished and swollen which this is veryimportant in its grinding process. Caustic soda affects in whitening the brown fibersof baking process.
-Leather Industries
Caustic soda is used in the leatherIndustries after the hair removal steps and removal of non-fibrous proteins andwool from the skin surface by lime during degreasing process.
-Additional Industries
Caustic soda is also very widely used materialin other chemical and additional industries, including:
*Water and Waste water industry (to clottingheavy metals and acidity control in water treatment)
*Automotive industry and neutralizing theacid and battery-manufacturing
*Degreasers industry and other relatedindustries
*Textile industry
*Pharmacy and alcohol industry
*Cosmetics industry
*Paints and resins and adhesives industry
*Plastics industry
*Cotton industry
*Metal and plating Industries and,galvanizing, zinc, aluminum
Caustic soda production method
In this company, Caustic Soda Flakes isproduced from liquid caustic soda resulting from membranous method (porouswall), so that the liquid soda 48% to 50% entering to the production line isconverted to the caustic soda with a purity of 99-98% in a process after the existingwater evaporation which is in accordance with the universal standards. Thiscaustic soda fluid is converted to flake (white flakes) or solid soda after thetransition to Flickr and cooling machines.
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)
mercury method chlor-alkaliprocess
chlor-alkali process animation
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)
membrane method chlor-alkaliprocess
chlor-alkali process animation
Caustic soda flakes maintenancemethod
Caustic soda Flakes or solid absorbs airmoisture very quickly and deformed and is converted into liquid. For thisreason, the pack Lid is completely closed not to expose to air. In addition,due to the extremely high corrosion of this product, it should be maintained inplastic containers with lids and aluminum containers should not be used.
During transportation, Caustic soda must beunder necessary protective covers, because it reacts with many organic andinorganic materials. For example, it combines with strong acids, aromatic nitro,nitro- paraffin compounds and organo-halogen, glycols and organic Peroxides. Incombination with carbon dioxide, it is converted to sodium carbonate.
Consider the following points duringtransportation and maintenance:
1. To be kept in a dry place with goodventilation.
2. An indoor warehouse, specific to Causticsoda flakes away from incompatible materials such as acids and… should beconsidered and just in time required, the pack lid should be opened. Otherwise,it is humidified in the air due to high taking-humidity property and then itbecomes lump.
3. Danger cautions including corrosion and… shouldbe installed exposed to individual views.
4. Direct contact with sodium hydroxide andwater causes severe exothermic reaction that precautions must be taken.
5. It should be maintained in suitable labeledcontainers with lid.
6. corrosion-resistant materials should be usedin the construction of warehouses.
7. Keep away from children.
8. Face shield / eye and appropriateprotective gloves should be used.
9. In case of contact with eyes, rinse wellwith plenty of water and refer to doctor.
10. Caustic soda creates a lot of heat whendissolved in water and observing safety points is necessary in this regard.
11. Do not use the rack to move it.
Dangerousness degree of caustic soda based onNFPA classification:
Health risks: degree 3
Flammability: degree 0
Reactivity: degree 1
Quality control unit andLaboratory Unit
It is composed of trained personnel which aretrying to control and maintain the quality attributes of product to customers.
In this regard, the control takes place inthree stages:
1. raw input materials control
2. Control during processing
3. The end product control
1. input control:
At the beginning of entering raw materials tothe factory, they are sampled and tested in accordance with relevant standardsand if confirmed, they are drained inthe respective tanks.
Controlling other input materials andcomponents is carried out by laboratory unit. It should be noted that thelaboratory equipment are calibrated regularly in valid laboratories.
2. Controlling during theprocess:
In this level, sampling of differentproduction parts is done randomly and controlled.
3. The final product control:
At this stage, the final product is sampledand controlled and inspected in accordance with relevant standards in terms of theappearance control (packaging conditions), dimensional control (according to standardsand defined parameters) analysis and control (laboratory and practical tests).
Quality control unit purposes:
1. To maintain and improve quality and at thesame time to optimize energy consumption
2. to plan and obtain relevant scientific andtechnical certificates.