Luxury Flooring

Engineered Oak Flooring at Pear Stairs

Engineered Oak Flooring;
Better than Solid Wood

Engineered oak flooring is amongst the most popular for both domestic and commercial properties as it offers a sturdier and more durable alternative to solid wood floors, without compromising on aesthetic.

Our oak flooring is available in a wide range of finishes, from lacquered to natural oiled and comes in a huge array of shades to suit all areas. Opt for a classic oak or a contemporary dark brown oak or go for something more rustic with our range of grey oak flooring options.

What makes engineered oak flooring so popular?

Engineered oak flooring still uses real wood, but it has been purpose built to include a core of engineered wood, offering more resilience when exposed to changes in moisture and heat levels. When compared to more expensive solid wood options, you’re still benefiting from the real wood look and feel but should be able to enjoy your floor for much longer.

It’s important to note however that much like solid wood flooring, engineered oak flooring is just as susceptible to scratching and, although more durable, it is not entirely waterproof. Keeping these points in mind should help you pick the perfect location for your new flooring that will keep it looking good for years to come.

Browse our wide range of oak flooring below, or for further guidance, get in touch with our team of experts who would be more than happy to help guide you on the best flooring for your needs.

Contact Pear Stairs Design Team

 
Pear Stairs;
We Make Staircases

As Britain's biggest direct-to-end-user supplier and manufacturer of stairs and stair parts, we pride ourselves on being one of the leading stair designers in the UK, offering high quality and bespoke designs at very competitive prices. Try our free online Staircreator to start designing your stairs and receive a free quote.

Set Descending Direction

1-20 of 62

Page:
  1. 1
  2. 2
  3. 3
  4. 4

Set Descending Direction

1-20 of 62

Page:
  1. 1
  2. 2
  3. 3
  4. 4