Athlectic Tracks Sandwich System (13mm)

Athlectic Tracks Sandwich System (13mm) is a state-of-the-art flooring solution designed for high-performance athletic tracks, this system incorporates a multi-layered approach, starting with a shock-absorbing elastic base made from SBR granules and PU binder, followed by a durable polyurethane top layers

The final layer consists of EPDM granules providing excellent traction and silp resistance. It’s a high-performance, multi-layered solution for athlectic tracks providing excellent shock absorption and longevity

The seamless surface, topped with EPDM granules enhance traction and ensures consistent performance in all weather conditions This system is ideal for athletes, offering superior comfort, reduced fatigue, and optimal safety, making it perfect for professional training and competition

Advantage of Athlectic Tracks

Athlectic Tracks are designed to withstand heavy use and are highly resistant to wear and tear

Ehance shock absorption
High durability
Seamless surface
Superior traction
Weather resistance
Reduced fatigue
Long-lasting performance

Install Processs of Athlectic Tracks

Base preparation
Elastic layer application
PU binder and SBR granules layer
Polyurethane top layer application
EPDM granules finish
Surface construction
Curing and final inspection

What are athletic tracks made of?

To achieve consistently high performance, a polyurethane track is comprised of multiple layers. The bottom layer is usually a mix of black rubber granules and a binding polyurethane. The top layer, known as the wear layer, contains a mixture of colored rubber granules and a more weather-resistant polyurethane.

even as slightly now.

How long is an athletics track?

The proper length of the first lane of a competitive running track is 400 m (1,312.3 ft). Some tracks are not built to this specification, instead being a legacy to imperial distances such as 440 yd (402.336 m), equivalent to a quarter of a mile.

What are the types of athletic track surfaces?

1 Minimal surfaces.
2 Ruled surfaces.
3 Non-orientable surfaces.
4 Quadrics.
5 Pseudospherical surfaces.
6 Algebraic surfaces.
7 Miscellaneous surfaces.

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