Laying Laminate Over Tiles Floor
This kind of joint is typically located in the field of bigger tiled floors and walls. All locations there is a modification of aircraft needed the tile installment to include a flexible motion joint. A tile on which the face edges have a distinctive curvature that leads to a slightly recessed joint. A write-up that has a glazed or unglazed body of crystalline or partially crystalline structure, made from not natural non-metallic materials and created by the activity of warm.
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It helps to add more interpretation to a tile, and also its angled edges aid to jump light around a room. Additionally known as "Lappato", a semi-polished tile will certainly experience a similar procedure to a fully brightened tile. A tile when first made will have a somewhat distinctive surface. Snap Luster tiles have a wild or aged result, by intentionally having the glazed broken.
D R Tiling.
https://tonytiling.ie/commercial-tiling/ was the second biggest market followed by Latin America, Middle East Asia & Africa and North America specifically. China, India and Brazil are alos significant driving factors for the development of global ceramic tiles market. The need for ceramic tiles is mainly driven by the growing construction and framework sector. Solid development of building and construction sector in emerging economies such as India, China, Brazil and South Asian nations is anticipated to fuel the growth of ceramic tiles market in the future. Boosting industrialisation and urbanisation has actually led to expanding demand for commercial along with household buildings in the arising economic situations.
One of the most essential of these porcelains are the typical clays, which are made right into tiles, bricks, ceramic and so on, in addition to concretes as well as glass. A listello is a border tile or function strip utilized to either enhance the appearance of border wall tiles or to separate 2 different layouts. density will certainly be made from lighter materials like clay, exclusively for installment on a wall. The conventional technique of printing a tile was using a series of different coloured rollers to develop the pattern.
3 Reasons Why Tiles Are Best For Kitchen Floorings.
To achieve this coating details lusters are currently made to diminish in the drying out process. Nevertheless in the past, it was made by creating thermal shock. That suggests that when the tile was discharged, the polish would certainly broaden. Instantly after being removed from the kiln, they underwent freezing temperatures which created the glaze to swiftly reduce, requiring it to split.
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Nowadays, Inkjet printing is more generally utilized as it is extra accurate, simpler for the factory to establish and also more affordable costs. Similar to a computer system printer for your records, the principle of printing tiles is the same. A print head will "jet" the called for amount of ink when and also where needed as the tile passes under it on a conveyor belt. A tile that has a subtle slope or slant down to a thinner side.
Exactly How To Tile Your Bathroom.
Technological innovation in the production of ceramic tiles and availability of bountiful raw materials is likewise contributed in growth of ceramic tiles market. The global demand for ceramic tiles was valued at around USD 72.0 billion in 2014 and also is expected to reach around 120.0 billion in 2020, expanding at a CAGR of a little above 9.0%. In regards to quantity, the worldwide ceramic tiles market stood at 13.0 billion square meters in 2014. A satin finish tiles has a slight luster, which when seen at a certain angle will certainly provide a small amount of light reflection. Process where sand is sprayed at very high speed onto the surface area of stone, generally to create a non-slip or harsh finish. A slip resistance examination generated by swinging a rubber footed pendulum over the surface of a floor or tile, to videotape the rubbing or slip resistance. Different simulations are used for when locations are used for either barefoot or shod-foot web traffic.
- Causing a honey-combed framework which when completed has visible surface area pitting and spaces.
- With an unfilled travertine tile the surface area gaps will certainly be filled with grout throughout the setup procedure.
- Our travertine tiles are available in either 'filled' or 'unfilled' finishes.
- Filled up travertine tiles have actually had these pits as well as gaps loaded at resource with a colour matched rock resin.
Tiles that have a porcelain base that is keyed and also printed before a layer of solidifying glass wares is coated over the top which is integrated to the body. These are additionally described a Semi Vitrified tiles and also the base of which can have an absorption rate of between 0 and also 3%. A joint that expands with tile, mortar, and enhancing cable from the substratum.
Finishing Bathroom Wall Tiles With An Edging Strip.
A result of 36+ is taken into consideration as Anti-Slip, whereas results of much less that 36 are not considered ideal for anti-slip functions. Special pliers that munch away little attacks of ceramic tile to develop small, irregular or bent cuts. A boundary tile or feature strip used to either improve the look of border wall tiles or to divide 2 various styles. A tile when first made will certainly have a small textured surface. This is partly brightened with a rough diamond wheel, simply sufficient to offer approximately 50% of the surface an uniformly spread polished finished, whilst the other 50% will remain distinctive. A silica sand, cement and chemical mix for filling up tile joints. As it is not suggested for tiles to be butt jointed, a cement joint is put in place around the tiles.
blog post by tony tiling on outdoor tiler ='display: block;margin-left:auto;margin-right:auto;' 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" width="407px" alt="What do you need for tiling a wall?"/>
If you're only part-tiling a wall a top horizontal row filled with whole tiles makes for a much cleaner coating, so we believe it's actually worth investing a long time to obtain it right. It's constantly a good idea to start tiling your grid in the centre of the wall, as it's much easier to make certain your pattern is in proportion. It also implies any kind of half-tiles you might need can address the end of each row and also will certainly be of matching size. While painted bathroom tiles blog article from tony tiling tempting to start in the edge, it might leave you with wonky rows and an unpleasant surface by the time you're done. Asia Pacific was the largest market in 2014 with more than a 50% share in overall quantity consumption.