Bitumen are usually stored and handled at temperatures up to 200 – 230°C. During storage and dealing with of bitumen at excessive temperatures, small quantities of bitumen fumes are generated, that are answerable for the typical odour of bitumen. Bitumen fumes comprise particulates, hydrocarbons and hydrogen sulphide . The amount of fumes is dependent upon the dealing with and storage temperature of the bitumen.

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" width="250px" alt="bitumen is"/>
These are largely concentrated within the US Midwest and Gulf Coast however there are also some on the east and west coasts of both nations. Asphalts are likely to behave as slightly non-Newtonian fluids, especially at lower temperatures. When completely different methods are used to measure the viscosity of an asphalt, the test results might be considerably completely different, for the reason that completely different strategies could be measuring the viscosity at completely different shear rates. It is thus very important to indicate the check method used when viscosity results are introduced. Both the viscosity take a look at and the penetration check measure the consistency of an asphalt at some specified temperatures and are used to designate grades of asphalts.
Words Associated To Bitumen
For optimum efficiency, the bitumen not only needs to be heated, it needs to be heated at specific maintained temperatures. Each sort and grade of bitumen has different temperature suggestions and due to this fact, each must be heated accordingly. Bitumen loses its usable properties if cooled below really helpful temperatures or oxidized due to overheating. Therefore, the advised storage temperature ought to be maintained whereas transporting it and then mixing it with other elements.
Hello,Kindly would you advocate a bitumen refinery which may meet ductility measured @15 degrees outcomes ought to be over 100.Kind regard Stephen, Senior Partner Multijobs Logistics Limited. The ductility of bitumen may vary from 5 to over 100 for various bitumen grades, however for satisfactory performance, it should not be less than 50. Now the clips are pulled aside horizontally on the rate of 50 mm per minute and the space up to the purpose of the breaking of a thread is famous.
making sodium hydroxide with the bitumen briquette together with brass plate is allowed to chill in the air. The bitumen pattern is heated to deliver it in a fluid state and poured in the briquette assembly and placed on a brass plate.
- It is respiration new life into the industry, which is cause for concern because the world desperately tries to scale back its carbon emissions output,” says Stockman of OCI.
- Asphalt, or bitumen, is a sticky, black and extremely viscous liquid or semi-solid, composed nearly completely of petroleum.
For economical and ecological reasons, the certain bituminous materials that accumulates through the rehabilitation and reconstruction of roads is being reused more and more frequently. This could be carried out both in cold-mixing plants, by including the milled asphalt material to a brand new mixture combine, or instantly ‘in situ’, utilizing suitable cold-recycling equipment. The use of foamed bitumen as a binding agent for this process has just lately generated a lot vigorous curiosity throughout the business. Tar sands characterize a potentially vast reserve of oil but come with their very own environmental challenges. Oil manufacturing from tar sands makes use of large amounts of land (for open-pit mining), water, and power, when compared to other oil sources.
Hose Master offers many merchandise designed particularly for this unique form of oil extraction and transport. Much bitumen is extracted in-situ, sometimes performed by injecting steam by way of lengthy horizontal pipes into the bed of bitumen underground. This steam heats the bitumen and drives it to the extraction well, where it's pumped to the floor. This Steam Assisted Gravity Drainage, or SAGD, makes use of expansion joints on the steam and extraction strains, in addition to within the steam plant itself.
Your contractor will know the best set up method to use to ensure your roof is correctly utilized. Both roofing supplies possess greater flexibility than traditional BUR roofing systems, but SBS is the more versatile choice of the two. Regardless of which roofing choice you go along
Bitumen RC30 supplier with, ensure you buy your modified bitumen roofing material from a trustworthy producer to ensure your sheets are consistent in high quality and thickness. While it can be formidable to learn your roof is beyond restore, discovering out you want a new roof may not be such a nasty factor.
Some of the refined fractions of crude oil also exist naturally in their very own crude type. One of these refined fractions with its own natural existence is Bitumen. The surface layer of some roads, i.e. the layer instantly involved with wheeled traffic, makes use of draining bituminous mixtures or discontinuous mixtures.
Neither Valero nor Irving appears interested in shopping for a coker in the meanwhile. Irving, which has equipment to course of small amounts bitumen, is investing in a $300 million marine terminal in Saint John, New Brunswick to export oil from the proposed Energy East pipeline. Valero introduced
bitumen dealers in Iran earlier this year oil from Texas might be sent to its Quebec City refinery.
Asking for current past efficiency from a bitumen supplier is one of the main and most essential requests a bitumen purchaser or broker can make. Sharing some recent previous performance documents with your buyer is one of the ways the bridge of belief between a purchaser and supplier is built. We as Iran Bitumen Co., are honored to share with our customers
Bitumen price in Iran recent past efficiency bitumen data corresponding to Inspection reviews and Bill of ladings on this part. Stay knowledgeable in regards to the Trans Mountain pipeline proposal and don’t miss important updates from the Sacred Trust team. They initially checked out 30 corporations, chosen primarily because of availability of data.
In April 2012, StateImpact reporters in Texas and Oklahoma launched a five-part collaborative series on the Keystone XL pipeline. StateImpact’s multimedia narrative includes the next reports by Mose Buchele, Dave Fehling, Terrence Henry, Logan Layden and Joe Wertz. According to Obama administration officers, a timeline for the president’s decision on the northern leg is still being decided.
Because of the rubber utilized in its construction, SBS-bitumen is more flexible when compared to the plastic utilized in APP. This flexibility means it has restoration properties, making it able to withstanding stresses created by wind, temperature fluctuation and enlargement and contraction. This ease of melting makes APP bitumen well-liked on smaller roofs such as residential properties and commercial flat roofs. APP-modified bitumen is a plastic bitumen mix, which is modified utilizing plastic within the form of atactic polypropylene . APP has a high temperature tolerance when heating, so is extra user-friendly for installers.
This does not melt in the identical method as APP, instead providing a ‘sticky’ melt which increases the warmer it gets. This lack of liquid flow means it takes less warmth to put
bitumen rate in and allows a sooner installation compared to APP. SBS techniques may also be put in with cold adhesive on tasks the place open flames aren't permitted.