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Steel shell tower in two sections and ring flange. 

Steel shell tower in two sections and ring flange. 

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For citation please refer to: Öztürk, F., Correia, J.A.F.O., Rebelo, C., De Jesus, A.M.P. and Simões Da Silva, L. (2016), “Fatigue assessment of steel half-pipes bolted connections using local approaches”, Procedia Structural Integrity 1 (2016) 118–125.

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Context 1
... welded steel shell tower today dominates the wind turbine market. It consists of cylinders made of steel plate bent to a circular shape and welded longitudinally ( Figure 2). Transversal welds connect several such cylinders to form a tower section. Each section ends with a steel flange in each end. The sections are bolted to each other. The bottom flange is connected to the foundation and the top one to the nacelle. A tower is primarily dimensioned against tension and buckling in the extreme load cases. Ideally the margin should be the same for both criteria, since increasing the diameter, with a corresponding reduction of plate thickness, increases the tension strength but reduces the buckling margin. Finally the tower has to be checked against fatigue. According to BSK and Eurocode connecting welds (transversal and longitudinal) and dimension changes (flanges) affects the strength in a negative way. Thus it is the welds and the geometry that primarily determine the fatigue strength rather than the quality of the steel. Therefore wind turbine towers mostly use ordinary qualities of steel. In this report use of S355J2G3 (earlier known as SS2134, tensile yield limit 355 MPa) is assumed for both the welded and friction joint towers [2]. In the dimensioning load case, the tower is affected by the thrust from the rotor. This thrust will create a bending moment, which increases with the distance from the turbine shaft, i.e. inversely proportional to the height above the ground. To cope with this increasing bending moment it is favourable to make the tower conical in shape, to the limit of buckling. However, land transportation even with a special permit is not possible for diameters exceeding 4,5 m in many countries (Figure 3). Ring flange connections result in high fabrication cost and long delivery times. Another disadvantage of such connections is their low fatigue resistance which is approximately 50 MPa. The idea behind building a hybrid concrete/steel tower (Figure 4) is to use concrete in the wide lower part and steel in the upper part, where a conventional welded steel shell tower section may be designed without any risk of conflict with the transportation limitations. In reality it also makes it easier to design the concrete part and to get the eigen-frequencies right [2]. Lattice tower applied as wind turbine support structure does not come until recently. In fact, during the earliest period of onshore wind turbine development, lattice tower was already adopted. This type of structure is simple to construct and stiff in function. A lot of such structures can be seen on the early onshore wind turbines (Figure 5). As the size of wind turbine increased, lattice tower was gradually displaced by tubular tower. In the early experimental stage of wind energy and especially when the size of wind turbine was still moderate, the emphasis was not placed on cost reduction of the tower, which is why the tubular tower was very widely and popularly used. However, as commercialization of wind energy is urged and the size of wind turbine grows, after cost reduction measurements on mechanical components like the gearbox and generator are achieved, cost minimization associated with the turbine support structure is again attracting interests and this is why these years the lattice structure is receiving more and more attentions, especially on large scale offshore wind turbines [2]. The visual qualities are controversial, especially due to the resemblance to towers for high- voltage power lines, generally claimed to be ugly. An open design, like a lattice tower, is more prone to icing than a tubular tower. The possible impact on the dynamic properties may be the most severe consequence, which may endanger the wind turbine in an extreme case. It may also be a problem for maintenance personnel, even if their elevator runs on heated rails. Increased risk of falling ice is also another important danger for such towers. Use of hybrid towers is possible to achieve greater heights for the turbine shaft. This type of towers is composed of 3 parts, the lower lattice part fixed to the foundation and assembled at the installation site, a piece of tubular tower consisting of several parts bolted together, as happens in most tubular towers, and a transition piece which ensures the connection and transmission of efforts between the two main parts. A tower of this kind was installed at the wind farm in Gujarat, India some years ago (Figure 6). It is expected that this new type of towers produces about 10 to 12% more energy, because gains against the normal towers more than 40 meters in total height, with a combined height of 120 meters against the 80 meters of most tubular towers, therefore an ideal bet for low wind areas, due to its superior performance, with a potential to be installed in all parts of the world, without having to look for places where the wind speed is high. These towers can be climbed from the inside, and have platforms inside the tubular part for maintenance and repair work, but also to maintain all the equipment necessary for its operation. Different types of towers for wind energy converters are given above. A cost comparison for currently existing tower types are also given in Figure 7 below ...
Context 2
... 1. Summary of specific investment cost for 3 and 5 MW wind turbines furnished with slip formed concrete towers ............................................................................................. 4 Figure 2. Steel shell tower in two sections and ring flange ...................................................... 5 Figure 3. Transportation of steel tubular tower segments ........................................................ 6 Figure 4. Concrete-steel hybrid tower. .................................................................................... 6 Figure 5. Steel lattice tower ..................................................................................................... 7 Figure 6. Hybrid lattice-tubular tower. .................................................................................... 8 Figure 7. Tower costs for the alternative designs. Turbine power 3 MW, hub height 125 m ... 9 Figure 8. Fatigue life stages [6]. ............................................................................................ 13 Figure 9. Crack occurrence in cyclic loading [5]. .................................................................. 15 Figure 10. Fatigue crack growth [6]. ..................................................................................... 16 Figure 11. Typical S-N curve of a medium-strength steel. .................................................... 18 Figure 12. Stress definitions. ................................................................................................. 19 Figure 13. Strain-life curves showing total, elastic, and plastic strain components. .............. 23 Figure 14. Mean stress relaxation under strain-controlled cycling with a mean strain [3]. .... 24 Figure 15. Crack growth: (a) tensile crack growth according to SWT criterion and (b) effect of normal stress on shear crack growth according to FS criterion. ........................................ 29 Figure 16. Fatigue crack propagation regimes [6]. ................................................................ 33 Figure 17. Schematic explanation of fatigue analysis procedure. .......................................... 36 Figure 18. Strain ‐ life curves for the S355 steel, Rε= ‐ 1. ......................................................... 38 Figure 19. Experimental fatigue crack propagation data of the S355 steel for distinct stress ratios: experimental results [41, 42] ......................................................................................... 39 Figure 20. Preload validation (356.1 kN). ............................................................................. 41 Figure 21. Stiffness model. .................................................................................................... 42 Figure 22. Stiffness calculation. ............................................................................................ 43 Figure 23. Elastic joint stiffness. ........................................................................................... 43 Figure 24. Connector element used for stiffness. ................................................................... 44 Figure 25. Global model. ....................................................................................................... 45 Figure 26. Max. and min. axial forces in members. ............................................................... 47  ...

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... Polygonal built-up sections are used instead of circular hollow sections due to higher ultimate strength. Additionally, polygonal members and connections between these members have a longer fatigue life as a result of the fatigue behaviour of preloaded high-strength bolted joints, which can bear higher fatigue loads than welded joints under shear or friction loads (Ozturk et al., 2016;Jaspart and Weynand, 2016). ...
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Purpose In the last decades, the demand and use of renewable energies have been increasing. The increase in renewable energies, particularly wind energy, leads to the development and innovation of powerful wind energy converters as well as increased production requirements. Hence, a higher supporting structure is required to achieve higher wind speed with less turbulence. To date, the onshore wind towers with tubular connections are the most used. The maximum diameter of this type of tower is limited by transportation logistics. The purpose of this paper is to propose an alternative wind turbine lattice structure based on half-pipe steel connections. Design/methodology/approach In this study, a new concept of steel hybrid tower has been proposed. The focus of this work is the development of a lattice structure. Therefore, the geometry of the lattice part of the tower is assessed to decrease the number of joints and bolts. The sections used in the lattice structure are constructed in a polygonal shape. The elements are obtained by cold forming and bolted along the length. The members are connected by gusset plates and preloaded bolts. A numerical investigation of joints is carried out using the finite element (FE) software ABAQUS. Findings Based on the proposed study, the six “legs” solution with K braces under 45° angle and height/spread ratio of 4/1 and 5/1 provides the most suitable balance between the weight of the supporting structure, number of bolts in joints and reaction forces in the foundations, when compared with four “legs” solution. Originality/value In this investigation, the failure modes of elements and joints of an alternative wind turbine lattice structures, as well as the rotation stiffness of the joints, are determined. The FE results show good agreement with the analytical calculation proposed by EC3-1-8 standard.
Thesis
Full-text available
The objective of this dissertation is to study onshore wind towers and associated foundations, with the purpose of developing a methodology for the geodetic monitoring in onshore wind towers, to investigate the existence of displacements from object points located in the tower and the base of the foundation. The monitoring was carried out in Gravatá 01 and Gravatá 02 wind towers of the Gravatá Generadora de Energia S.A., located in the Brazilian city of Gravatá-PE, from a stable Measurement Reference System, whose reference points form a configuration of a equilateral triangle and a regular hexagon, defining the center of symmetry of the coincident geometries to the centroid of the wind tower. This configuration allows to evaluate the verticality and geometry of the tower by means of reflective targets aligned with the reference points of the implanted regular triangle and the center of the tower, and by means of the transverse welds (ST) between the tower segments and respective edges. In order to evaluate possible basements of the foundation, pins with semi-spherical surfaces were implanted at the bases of the towers to be monitored by means of high precision. In order to evaluate possible movements of the Gravatá 02 tower, the following geodetic/topographic methods were used: Poligonation with forced centering, threedimensional irradiation, edge measurement method and trigonometric leveling of unilateral visions. The interconnection with the official Brazilian Geodetic Reference System (SGR) was done from the GNSS positioning relative static method in the 03 vertices of the triangle and 01 vertex of the hexagon. The reference points were adjusted by the least squares method using the Parametric model and were statistically tested, with minimum standard deviations of ± 0,00922 m and maximum with ± 0,01813 m.The data collected from the wind tower were processed using the least squares method, using the combined and parametric models, obtaining as results the adjusted coordinates of the barycentre of the circular sections of the transverse welds of the wind tower at different heights. Two measurement campaigns were carried out in the wind towers and the results obtained were the diameters of the circular sections formed by the transverse welds (ST) and their respective coordinates of the geometric center. With these coordinates, the origin of the reference alignment was defined and the linear difference between geometric centers, the deflection angles and their respective directions was performed. In the Gravatá 02 tower, in relation to the variation of dimensions between the two seasons, a maximum difference of 0,00001 ± 0,00006 m in the pin RN01 and in the Gravatá 01 tower of 0,00086 ± 0,00053 m in the pin RN06. The mean radii were 1,8431 ± 0,0005 m (ST01) and 1,6994 ± 0,0268 m ST22. The mean deflection calculation between the center coordinates of the ST22 circular section and the vertical reference alignment was 0°2'39,22" ± 2,83" in the Northwest direction and mean linear difference of 0.0878 ± 0.0078 m. The top deflection angle was 0°8'44.88" and a linear difference of 0,2590 m, defined from a nonlinear function fitted by MMQ, due to the impossibility of measurements from the top of the tower.