Exactly How To Choose The Right Dimension Tiles
Content
When tiling small layout ceramic tiles on wall surfaces in dry inner places, it is not typically required for the rear of tiles to be totally touching glue. Adhesive is related to the substrate and afterwards combed into ribs utilizing an appropriately sized scratched trowel. In all various other applications-- exterior wall surfaces, damp location wall surfaces, all floor covering-- strong bed fixing is essential as a result of the nature of the setting, the load upon the floor tiles or both. It implies that the rear of every ceramic tile needs to be totally stuck, without any voids or voids. Depending upon the amount of adhesive applied to the substratum and the account on the back face of the floor tile to be taken care of, added back buttering with adhesive might be needed. As a basic rule, Acetoxy based silicone sealer appropriate for use with ceramic and porcelain tiles. Nevertheless, for https://rd-tilingdecor.ie/kitchen-tiling/ -natural rock such as limestone, travertine or marble, constantly utilize an appropriate neutral healing silicone sealer where perimeter motion joints are required.
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" width="400px" alt="How much does it cost to install commercial tile?"/>
If no cuts are essential, jump to the section 'Exactly how to grout and finish wall surface ceramic tiles'. At the edges of the wall, put one leg of the spacer between the ceramic tiles so the rest is standing out-- we'll remove this later before grouting. Calculating the variety of tiles & sticky you require, preparing the wall and planning out the placement of the floor tiles are all crucial factors. Our guide to intending your wall tiles covers all you need to understand prior to tiling.
Tile one of the top BATHROOM TILING .
Choose among the four colour alternatives as well as produce your very own special design by combining the tiles to suit the shape and size of your space. Or if you prefer simpleness, the main patterned ceramic tiles look similarly striking by themselves. This low maintenance rock result lappato polished porcelain is suitable for walls as well as floors and has a modern all-natural look, bringing warmth and also design to any room setup. Our Colonial floor tile array is special to Ceramic tile Titan as well as creates a visual that's both fashionable and also contemporary. Available in four low-key tones, our Colonial array is made from hardwearing porcelain, so the top quality of these ceramic tiles is second-to-none.
The Best Grout Removal Tool Options for DIYers - Bob Vila
The Best Grout Removal Tool Options for DIYers.
Posted: Tue, 02 Jun 2020 05:23:06 GMT [source]
A wall surface or floor emerging unit made from clay, or a mix of clay and also other ceramic product, which has actually been discharged at a high temperature. The resulting floor tile, which can be glazed or unglazed, will certainly use differing levels of resilience and resistance to stains. Calcium firmness is a procedure of the amount of calcium salts in water, especially essential in controlling swimming pool water. As well low a measure indicates that pool fittings can rust, tarnishing the tiles. Part 5 is a code of method for the style and setup of terrazzo, all-natural stone and agglomerated rock floor tile and slab flooring. Structure Adhesives Limited, and BAL, its renowned brand name, were both birthed in the 1960s when the Dublin Ceramic Council, investigating arising adhesive items, created the firm.
Commercial Floor Ceramic Tiles.
To make it a lot more complicated, not every type of floor tile benefits every work. If you are seeking to create a spa-like feel for your washroom, after that you may wish to think about a nature-inspired tile. Stone result tiles, slate, travertine, all-natural stone floor tiles and marble result ceramic tiles will all provide you a look securely rooted in nature.
Wall-to-wall rugs are best for massive pattern or customized designs. Rug floor tiles provide simplicity of installment, conserving money and time.
Advantages Of Utilizing Floor Tiles.
Fortunately, as the price of vinyl is especially reduced, this isn't as much of a headache as it seems. If you made a decision to mount plastic ceramic tiles then you can simply eliminate the angering boards or tiles as well as change them with brand-new ones.
Put the steam mop down! Here are the best ways to clean each type of flooring - KSL.com
Put the steam mop down! Here are the best ways to clean each type of flooring.
Posted: Thu, 12 Nov 2020 08:00:00 GMT [source]
The cost of Karndean flooring is a lot less than refined as well as ended up wood or rock, yet visually, looks practically the exact same. Rug floor tiles are generally simpler to lay as well as have little wastefulness, consequently saving both money and also time. When it pertains to simply how much your commercial carpet will set you back, the type of carpet plays a major duty. By simply measuring your room and also entering your measurements, we will certainly give you with an instantaneous cost which will reveal on every kind of flooring you search throughout our internet site. You can either input the overall insurance coverage or your size and size measurements, in meters or feet.