Is your school roof in need of repair?
Elastaseal Z, is the safest and most cost-effective roof waterproofing systems available to schools, nurseries and universities.
Book free surveyElastaseal Z, is the safest and most cost-effective roof waterproofing systems available to schools, nurseries and universities.
Book free surveyZero leaks. Zero odour. Zero disruption.
Keeping your school roof in excellent condition is key to providing a safe and comfortable learning environment for both pupils and staff.
Tor Coating’s Elastaseal Z is BBA (25 year) accredited and with up to 30-year systems available, it can provide long-lasting protection in just 2 coats to deliver a breathable, seamless finish that stands the test of time.
Unlike traditional hot work systems, Elastaseal Z’s innovative formula has no solvent odours during application, allowing schools to remain fully operational throughout installation, even during term time. The innovative system can be applied without the need for a complete re-roof, keeping the building safe and watertight throughout the project.
Wet-on-wet application techniques dramatically reduce installation times and costs for schools.
Elastaseal Z provides a seamless, joint-free waterproof barrier that allows water to run away freely.
Elastaseal Z provides schools with flexible, tough and long-lasting protection for up to 30 years.
Roof repairs are carried out without removing the existing membrane, minimising disruption.
No solvent odour means school can remain fully operational throughout installation.
Our 30-year system option ensures that we can deliver a cost-effective, high-performance solution.
At Tor Coatings, we are passionate about the work we do and take pride in delivering the results you want, the way you want them. That’s why our service doesn’t just end when your project ends. By choosing us as your supplier, you can be safe in the knowledge that you’ll be receiving a high quality system, outstanding service and complete
peace of mind throughout your project and beyond.
All of our roofing systems are covered by our comprehensive no quibble warranties. Each scheme is also covered by an insurance backed policy which we pay for* and by no quibble, we mean just that. If you experience complications with any aspect of your project following completion, our experienced team of site specialists will work with you to resolve any issues as quickly and efficiently as possible. No challenges, no problems, no fuss. That’s our promise to you.
* subject to underwriters terms and conditions
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Our site surveys are FREE. Our first step is to listen, to learn and to collaborate. One of our highly experienced Area Business Managers will meet with you to discuss your project and undertake a free survey of your roof, noting any issues and defects to ensure every aspect of the project is clearly understood and documented thoroughly.
Book a free surveyYour Area Business Manager will recommend professional contractors to complete your installation. A detailed, bespoke written project specification will then be issued including CAD drawings as required. This specification explains how every detail of the roof will be tackled. Your Area Business Manager will always be be on hand to answer any questions you might have.
Your Area Business Manager and our technical service team will be there to monitor the various stages of your installation and ensure the project specification is followed correctly. You can be safe in the knowledge that we partner only with contracting companies whose customer service principles and values are aligned with our own.
For added peace of mind, all of our systems are offered with a comprehensive range of no quibble warranties. We are also pleased to offer building owners our insurance-backed guarantee, TorGuard.
On a 1000m2 Felt Roof, the total distance of all joints and seams amounts to a maximum weak point of
On a 1000m2 Single Ply Roof, the total distance of all joints and seams amounts to a maximum weak point of
On a 1000m2 Elastaseal Liquid Roof, the total distance of all joints and seams amounts to a maximum weak point of
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