The Zwanzig20-HYPOS joint project H2-HD worked on high-performance tank systems with high H2 storage density. The research focused on the cladding of a plastic hybrid tank.
Completed research project
The Zwanzig20-HYPOS joint project H2-HD worked on high-performance tank systems with high H2 storage density. The research focused on the cladding of a plastic hybrid tank.
Green hydrogen can be stored in large storage facilities and transported in pipelines. In order for it to reach end customers in rural areas and gas stations in city centers where it can be temporarily stored, additional storage and transport tanks are required. Because gaseous hydrogen has a low volume-specific energy density, high-pressure tanks offer a practical storage solution. Pressure vessels with 350 bar, and in some cases 700 bar, are common on the hydrogen transport market. The project partners wanted to significantly increase this value. The goal was to develop particularly safe and lightweight containers that can be used at an operating pressure of up to 1000 bar. This will enable more efficient distribution and use of hydrogen.
So-called Type 4 tanks are particularly suitable for achieving this goal. These containers are encased in a carbon fiber reinforced plastic (CFRP) load-bearing structure. Inside is a thermoplastic liner that ensures gas tightness. In addition, there are metal elements at the ends of the container. The high loads and safety requirements placed on the CFRP tank shell pose a number of challenges – particularly with regard to operational aging and specific requirements in contact with highly compressed hydrogen.
In order to increase the efficiency of the high-pressure tanks, the mechanical behavior of the composite laminate was investigated at the micro, meso, and macroscopic levels. The following research questions were investigated, among others: How does the fiber-reinforced plastic laminate behave when the tank is filled or emptied? Does the bond between the liner and the shell remain stable? How does hydrogen interact with the various materials and what effects does this have on their aging and service life? How can the presence of manufacturing-related imperfections and defects (such as fiber angle deviations, pores, dry fibers) be controlled in numerical simulations, and how can their effects on the operation of the container be predicted using modern probabilistic assessment concepts?