Fiberglass is a material used extensively in building structures. It is strong, durable, and can be shaped to fit any form. Fiberglass reinforcement is a key ingredient of many building structures such as buildings, bridges, tunnels, and dams. In the past, fiberglass reinforced materials were considered an option only for large projects. Today, more people realize the benefits of using this material in construction. The following are the top three advantages of using fiberglass in reinforced concrete forms:
More Strength The top reason for using fiberglass reinforced plastics in structures is that it is more than capable of handling bigger forces applied in any construction project. It is stronger than concrete, due to the high degree of mechanical advantage it provides. For instance, the force required to keep a building structurally stable is enormous. A building would need to withstand thousands of ton loads per year. However, with the use of fiberglass reinforced plastics in concrete forms, the amount of force needed is reduced. As a result, the structure is more durable and stronger.
Longer Life And Durability Another advantage of using fiberglass reinforcements is the long life and durability it provides. There are several types of these composite materials available and they can be used in varied applications. For instance, there are concrete mixes that contain fibers from natural rubber and plastics. Moreover, there are also blends of these materials that are mixed to form the ultimate composition. These materials will last longer and can also withstand extreme weather conditions.
Better Tensile Strength Fiberglass reinforcements provide better tensile strength and it can be used for aesthetic and functional purposes. It has superior strength and dimensional stability when compared to steel. Additionally, the plastic strands can be shaped into the right forms. This enables the building owner to have the preferred form for whatever purpose. Moreover, the strength of the reinforcement is determined by the length and the thickness of the threads.
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)
Types Of Fiberglass Reinforcement A wide array of fiberglass reinforcements is available and are classified according to their make. These include pre-cast reinforced concrete, poured molded, fiberglass coated concrete, pre-poured poured, bolted bar, threaded inserts, threaded rods, galvanized steel, molded fiberglass, pressure treated lumber, pore-free laminate and many more. These different types have different uses and come in varying strengths. The commonest ones are those that are used to strengthen concrete. They are available in both unfinished and finished form. In addition, the strength and durability depend largely on the number of threads per inch and the number of strands in the core.
Other common types of fiberglass reinforcements include pultrusion and thermoplastic rubbers. Typically, pultrusion is used in reinforced concrete while thermoplastic rubbers are used for floating flooring or other floating constructions such as swimming pools. When it comes to pultrusion, the material is heated to a specific temperature under controlled pressure and then is sprayed with a curing agent at very high speed. As the curing agent cures the material, the core solidifies and forms the integral part of the reinforced material.