In globalized world, transporting travellers and goods has become a strategic sector for economy. This has resulted in increased importance for trade and transport, which have tripled since 1950, to reach a value of €4.14 trillion in 2017, i.e. 6% of Gross World Product (GWP), and this growth is set to rise even further with increasing globalisation. Yet this expansion does not come without issues: infrastructure congestion, both in airspace1 and roads, pollution and oil dependence are three of the mobility issues that need to be solved in order to offer sustainable and stable growth in the future.
These drawbacks have led to the need to find a more efficient, cheaper and cleaner transport system. In 2013, Elon Musk, CEO of Tesla Motors and SpaceX , released an open-source white paper showcasing a new means of transportation, the Hyperloop, based on capsules travelling at 1,000 km/h that levitate inside low-pressure tunnels. This system combines the speed of a plane, the convenience of a train and the frequency of an underground system, making long distance journeys faster and more comfortable.
From Zeleros, we have developed a totally divergent Hyperloop that by combining a levitation system based on attraction to the top of the tunnel and a propulsion system based on the combination of the aerodynamic and linear engine, will allow us to offer much better conditions than those offered by our competitors to ensure the stability of the Hyperloop, reducing costs and offering safer conditions.
However, as we have mentioned before, to carry out the implementation of the Hyperloop it is necessary to develop and test its components. One of them is the chosen propulsion system, the linear motor.
That is why this feasibility study focuses on this Hyperloop application, more specifically on short-distance cargo transport, which is currently affected by the aforementioned problems of the current means of transport and where its implementation could not only help Zeleros to grow but also to improve the efficiency of this type of transport.