Since large strains involved in the process, nonlinear analysis was performed [15]. It was a dynamic problem in which the contact loads on the blank varied in each forming time step. The established sheet metal forming simulation model was submitted to the solver Ls-Dyna, to calculate the accurate nodal forces on each elements nodes during sheet metal forming simulation.
The results of sheet metal forming simulation were detailed in Fig. 4, which presented the load-displacement curves from the generated RCFORC file during SMF simulation. The abscissa represented the stamping stroke, while the ordinate indicated the corresponding resultant forces in X, Y, and Z directions of all contact nodes between the die components and blank. It was noteworthy that the resultant forces escalated rapidly and peaked at the end of press stroke (i.e. simulation end time). The obtained peak forming force in the Z direction was 5700 KN (as illustrated in Fig. 4), which was implemented as boundary conditions in the next procedure for structural analysis.
3.2. Linear static structural analysis
The sheet metal forming simulation of long beam was firstly conducted in order to evaluate the accurate contact forces at the end of stamping. As the drawing dies generally operated in the linear range of materials, linear static structural analysis was performed in this subsection to investigate the structural behaviors of die components. Besides the attained contact loads, another loading cases were considered in the die structural analysis, in which the lifting forces during transportation were also applied to the die analysis model.
To prevent unnecessary problems, some small geometry features (e.g. fillets included in die 3D geometric models) were removed prior to discretizing the geometry models into 3D meshes. To get a perception of the die components, different views of the original die were shown in the following figures, as illustrated in Fig. 5.
Due to the complexity of drawing die structure, 10-node 3D tetrahedral elements offering more precision with six additional nodes were chosen to discretize the die components. In this work, the punch and die shoe were modeled with approximately 430,000 tetrahedral elements. The punch also referred as the die post, which was constructed of Cr12MoV cast steel, and the die shoe was fabricated by HT300 cast iron. In linear static structural analysis, three material properties (i.e. elastic modulus, Poisson’s ratio, and density) were required to predict die structural behaviors under loading. The material properties for the punch and die shoe are presented in Table 3. Cast steel, which was a ductile material, exhibited similar performance when subjected to tension and compression conditions. While for the brittle material, cast iron, behaved much stronger in compression than in tension, with very little yielding occurred and the failure mode was fracture.
Table 3 Material properties for the die components.
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)
Different load cases were considered in this study. The first load case was the forming load case, which represented the die components under peak load condition. The force boundary was attained from the sheet metal forming simulation, where the contact pressure and drawbead forces on the die were calculated. Such contact pressure vectors could be represented by X, Y, and Z nodal contact force components, which were directly transferred from rigid shell meshes to the deformable solid elements established for linear structural analysis, using an efficient load mapping algorithm. The die shoe was clamped or bolted to the bolster of the press, thus the model for this load case was constrained in the X, Y, and Z directions at the bottom surface nodes. The established linear structural model for the load case 1 is presented in Fig. 6. The obtained nodal forces were implemented on the corresponding elements nodes in X, Y, and Z directions. The length of the arrows reflected the magnitude of the load, and the direction of the arrows indicated the direction of load.
The analysis models were calculated in the linear solver Optistruct. To explore the structural behaviors of this long beam drawing die, the results of linear structural analysis were analyzed. In this study, the die shoe was constructed of HT300 cast iron, a brittle material that exhibited stronger performance in compression than tension. Thus, the die shoe was most susceptible to failure due to tensile stresses. Hence, the maximum tensile principal stress (i.e. P1 Stress) was applied as the main indicator to evaluate the behaviors of the die shoe, although all three principal stresses (P1, P2, P3 Stress) were calculated by the solver. Meanwhile, the die post made of Cr12MoV cast steel was judged by the von mises stress.
Results and analyses of the stresses in forming load case could be viewed in Figs. 7 and 8, For the punch, the maximum von mises stress reached 471 MPa, occurring at the sharp corner of the punch surface, as shown in Fig. 7. Sharp corners tended to concentrate stress, resulting in highly localized stress in these areas [17, 18]. For the die shoe, the stress eccentricity was observed in the reinforcement ribs, the von mises stress in the Y direction was obviously larger than that in the -Y direction, due to the asymmetrical shape of the target part. The von mises stress of the reinforcement ribs in Y direction reached 85 MPa, while only 26 MPa recorded in the -Y direction, as illustrated in Fig. 8.
The results of displacement are shown in Figs. 9 and 10. The deformation experienced by the punch (including the direction and magnitude of the displacements) was also taken into account. The magnitude of the deformation experienced by the punch reached 0.209 mm, as shown in Fig. 9. The punch was mainly deformed mainly in the Y and Z directions. Specifically, the relative displacement in Y direction of the punch was 0.197 mm. The deformation in X direction was shown in Fig. 10, which was negligible, as only 0.044 mm was recorded in positive direction and -0.040 mm in negative direction. Besides, it was worth noting that the deformation in X direction was symmetrical about the Y axis. This was because the shape of the target part in the X direction was almost symmetrical, and the contact forming forces in the X direction loaded on both sides of the punch were almost equal which could cancel each other out.
The second load case was a transportation case, which was an operation for transportation and cleaning. In production, transportation of stamping dies was set as a four point lifting operation and lifting lugs were applied to attach all die components to facilitate transport. Since the dies were generally lifted with a very small and negligible acceleration, the lifting load case was also considered as a static condition. In the lifting load case, the nodes in the lifting lugs were constrained in all degrees of freedom except for the X-axis rotation. Only the die shoe instead of the entire beam drawing die was selected to conduct structural analysis for lifting load case, since the die shoe structure suffering the greatest force during the lifting operation. The structure supported to be lifted in four lifting lugs. The established mechanical model of the lifting load case was shown in Fig. 11, where P1, P2 were the equivalent pressure transferred by the weight of other die components (g=9.8 m/s2).
Results for the lifting load case were presented in Figs. 12 and 13. For the original die shoe structure, the maximum tensile principal stress (i.e. P1 Stress) of 11.8 MPa was achieved in the case of lifting load, and the maximum displacement was around 0.022 mm.
3.3. Topology optimization of stamping die component
The topology optimization method exhibits great potential in terms of mass reduction [16, 19]. In this subsection, the topology optimization process of the long beam drawing die component was conducted, and then the structures were redesigned based on the initial topology optimization results. Most importantly, the linear structural analysis of the redesigned structure was performed for strength verification by imposing the same level of forming load and a lifting load. To analyze the results of redesigned die structure, the displacements and von mises stress in the structure were investigated and compared with ones from the original structure.
The boundary conditions (derived from SMF simulation), materials properties (defined the same as those in linear structure analysis as mention before) were required prior to define the design space, which was set as design variables of the die topology optimization model. The outer materials contacting with the blank for forming and assembling with other components were determined as non-design space, which would be excluded from density manipulation for optimization solver. The rest of the volume was assigned as available design space which would be optimized, as shown in Fig.14. The non-design space with blue color in the figure remained unchanged during optimization, and the green space was assigned as design space.
In the establishment of topology optimization problem for the long beam drawing die, the design variables, constraints, together with optimization objective were determined. Setting a volume fraction of 0.30, the volume of the optimized design area was required to be at most 30% of the initial design space volume. The objective function was defined to find the minimum compliance (i.e. the maximum stiffness) for given a certain available amount of material volume.
Results from the topology optimization are shown in Fig. 15, which met the objective function and constraints to minimize the compliance and use a volume fraction of 0.30. The outer red frame in the figures indicated that the density of this material was 1.0 and the material could not be removed.
It was worth noting that the obtained initial optimized structure was a conceptual design, which could not be fabricated with current manufacturing techniques. Thus, further efforts should be made to reconstruct the structure based on the initial optimized results. In addition, when executing the die structure reconstruction, both current manufacturing techniques and design principles for die structure in industrial practice should also be taken into account. The reconstructed structure is shown in Fig. 16. As mentioned earlier in the proposed methodology, to verify the structural strength, the redesigned structure was meshed and then subjected to the same load cases. The same steps (as illustrated in Fig. 1) were conducted with the original die structure and analyses were made in both cases ( i.e. forming load case and lifting load case). In order to study the efficiency of weight reduction, results (i.e. stresses, displacement as well as the weight of the new structure) would be compared with the original structure. Results of the linear structural analysis are shown in Figs. 17 to 20.
To evaluate the effectiveness of this methodology, a table was summarized as presented in Table 4, where the numerical values of displacements, stresses and weight in the original and reconstructed die were illustrated. In comparison of the results, it was found that the reconstructed structures had a reduced mass of 18%, with 4.2% decrease of maximum von mises stress for the punch. For the reconstructed structure, the maximum tensile principal stress was 12.7 MPa, fulfilling the constraints settings upon it when lifting the structure in four supported lugs.
Table 4 Comparison between original and reconstructed die structure.
![](data:image/png;base64,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)