HOW DO YOU FIT A RUBBER ROOF?

Installing an EPDM flat roof rubber membrane is far easier than installing a traditional roof. When done correctly, a roof membrane can last more than 50 years, which is why it’s the number one choice for homeowners. We have broken down the FlexiProof rubber roofing sheet installation is done in 5 easy steps.

SHOP RUBBER MEMBRANES

1) RELAXATION TIME FOR THE RUBBER MEMBRANE

Once the FlexiProof sheet has been transported to your property, it’s important to unroll the membrane over the substrate (roof) in the desired position.

For the next hour or so, any creases in the synthetic rubber membrane should gradually drop out.

If you’re planning on installing a new roof in colder months, we recommend storing the rubber membrane at room temperature to help speed the process.

2) BEGIN TO OPEN, STIR AND PREPARE THE WATER BASED DECK ADHESIVE

Carefully fold half the rubber membrane on top of itself, taking caution not to create any wrinkles. This gives you half the surface to begin to apply the water-based adhesive to it.

If you’re applying the rubber membrane onto a non-porous surface, we strongly recommend using contact-bonding adhesive to guarantee the best results.

3) BEGIN TO APPLY THE WATER-BASED DECK ADHESIVE TO THE SURFACE

Using a roller, you should apply the adhesive to the surface evenly. Ensure you leave a 100mm gap around the edge that will be bonded with the contact bonding adhesive. The adhesive must be applied to 100% of the surface, and there shouldn’t be any puddles.

We also offer a professional installation kit with everything you need to install your rubber roof.

4) ROLL THE RUBBER MEMBRANE ONTO THE COATED SUBSTRATE

After half the substrate has been correctly coated evenly, you should roll the membrane onto the surface. We recommend rolling from the middle towards the edge to ensure no wrinkles form.

As soon as the roof membrane is pressed down, begin to broom the membrane sheet. This will allow you to achieve the best possible adhesion for the rubber membrane and surface.