Ijraset Journal For Research in Applied Science and Engineering Technology
Authors: Sonia Mahendra Pol, Dhruv Parmar, Hemanshu Rane, Omkar Pawar
DOI Link: https://doi.org/10.22214/ijraset.2022.47156
Certificate: View Certificate
The spring back is the part of sheet metal bending that is most susceptible to failure during unbounding. Elastic and plastic deformation combine to completely distort the workpiece (sheet metal) during the metalworking process. When sheet metal is being worked on, it is put under a lot of pressure, which causes plastic deformation. However, when the pressure is released, the material recovers elastically. During the entire process. small amount of reduction in the total deformation takes place So, this phenomenon. is called as spring back-the change in sheet metal\'s geometry. The thickness of sheet metal ranges from 0.5 mm to 6 mm. Depending on the tooling geometry, material qualities, sheet thickness, and punch and die properties, spring back can affect the completed part\'s dimensional accuracy. Sheet metal elements / materials / appliances made in industries such as automotive OEM and ancillaries, enclosures aircraft, heavy machinery, medical devices etc. are affected by spring back in their correctness. This review study examines various factors influencing springback in sheet metal fabrication
I. INTRODUCTION
This One of the key goals in many industrial businesses is to create high-precision sheet metal. It has a considerable impact on the automobile, electronics, and housing-appliance industries. The sheet metal V-bending procedure is extensively used in fabrication. Precision in the dimensioning of bent objects, particularly the angle of bending is of much importance. Elastic recovery of the formed parts in sheet metal bending is causing trouble to manufacturers. This literature review paper examines various factors influencing Spring back in Sheet metal forming processes Various methodologies adopted by various researchers are also discussed in this review study
II. LITERATURE REVIEW
SutasnThipprakmas and WiriyakornPhanitwong Using Taguchi and ANOVA approaches along with FEM modelling, researchers looked into the V-bending process factors including bend angle, material thickness, abrasion resistance, and punch diameter. Experimentation was used to validate FEM simulations. The results of the ANOVA demonstrated how process characteristics, such as spring-back and spring-go, and their expected percentages, influenced the end product. Thickness of the material is one of the most crucial elements that affect spring back, in accordance with their research.
Gawade and Nandedkar employed a FEA simulation approach and a neural network approach for the investigation of spring back in sheet metal U bending. They used finite element simulation to experiment with punch velocity, die radius, sheet metal thickness, Blank holders force, friction coefficient, and die-to-punch clearance. They also created an artificial neural network prediction model. They discovered that the spring back is inversely proportional to the thickness of the sheet metal. Their findings also revealed a direct link between spring back and strength coefficient.
Wan-Nawang, W.A., Qin, Y. and Liu, X. Sheet metal forming precision is mandatory in various industries such as aerospace, medical to electronics industries complicated small and common consists of various challenging feature to manufacture the recommend sizes in spring back which occur because of elastic deformation in the material after bending process. This paper explores concerning the material rolling direction influence on springback of w-shaped bending parts The tensile and bending behaviours are observed the purpose of the research is to study micro sheet metal parts undergoing springback effect behaviour. authors concluded that material rolling-direction force applied, thickness of sheet these parameters, as well as the holding time during sheet deformation, influence the sheet metal springback.
P.sunP.M.talasia J.J gracio,J.Aferreira The development of a real prototype press linear model and spring back of material is achieved in this experiment slash paper springback eigenvalue inspection in sheet metal forming where proposed in real time on a hydraulic processes the performance of linear model was used for loops simulation experiments the author's to the next step where they can build a real price nonlinear model and accurate model for the spring back verification of information for real-time spring back,
Eigenvalue in order to adjust die size only the objective of the paper is springback real-time control method during sheet metal forming the main purpose is to contribute a path for real-time spring batch checking during sheet metal forming an example in this paper is applied to perform experiment result for testing and building control system
Umur, Y., Yigit, K. and Bayram, A. concluded that the study on springback spring forward plays a vital role in sheet metal forming industries like medical devices electronics household goods so the prediction of spring back is mandatory to achieve a desired size and shape the springback increases and decreases on the basis of the curvature radius also increasing the bending angle up to some ranges can decrease the springback.
Patel, S.K., Lal, R.K., Dwivedi, J.P. and Singh, V.P. investigated that spring back is a major problem in sheet metal forming which is a major arising problem. It is further investigated that occurring spring back is identified by using ludwik stress strain method. It displays different values ratios and thickness. From the theory of plastic deformation, it is concluded that arising spring back and problem are resolved by ludwik’s stress-strain in relation with tresca and von-mises yielding criteria
Panda, Navajyoti & Pawar, Ramkisan & Belurkar, G. Among the measured parameters have been punch angle, grain direction of sheet metal material, die opening, ratio of die radius to sheet thickness, sheet thickness, punch radius, punch height, coining force, and pre-stressed condition of strip. The purpose of this research is to go over the various factors that influence spring back. According to pre-experimentation, punch angle is a significant variable parameter in determining spring back. Lower punch angles produce a smaller plastic zone with more spring back when compared to higher punch angles. It's also worth noting that the spring back for smaller die openings increases as the area of the supporting flange expands from lower to higher die openings, and vice versa. However, more extensive testing is required to accurately predict the behavior of the aforementioned variable parameters and develop a mathematical model for them.
Gupta, M.S. and Reddy, D.R. investigated sprig back in sheet metal bending and also its parameters. As experimental approach was used to predict sensitivity to four user input parameters in its explicit and implicit sheet metal forming codes. In their experiment a thermochemical model was developed which was able to predict temperature distribution in variance and its main bending parameters. Temperature distribution in this following experiment is calculated by taking heating parameters in account for experiment validation. By this experiment they investigated that spring back decreases rapidly with decrease in clearance. In this investigation spring back is evaluated under various thickness and angle and it was observed that as the angle increases the spring back resulted to increase.
Yuntao Song, Damaoyaosongtao Wu, PiedeWeng By using an elastic-plastic non-linear finite element code, a spring was used for the HT-7U vacuum vessel. It was discovered through simulation that this process involves iterations. Some of the simulated spring back in this process was further calculated, and the results were used to inform the tool design. This was achieved by giving it new dimensions and a new shape to compensate for the distortion caused by spring back. The operation was repeated until the required spring back was achieved. Further research revealed that the simulation's final conclusion had been the identification of the ideal die and punch surface shape. The simulation turned out to be precise and executed effectively.
F. Pourboghrat, E. Chu employed to determine how to add bending and rigid strain treatments to layer strains in a plane-strain stretch/draw sheet-shaping problem, an invented hypothetical model was used. A film-limited component code might now be used to predict spring-back as a result of this hypothetical effort. In the converse stacking, the kinematic solidifying rule was used to calculate the rigid strain of a stationary component. In contrast to the shell model (ABAQUS), this strategy's post-handling nature means that it contributes minimally to the overall CPU time anticipated to examine the problem, maintaining the layer code's efficacy. In actuality, none of the models shown in this paper—including the bowing and rigid treatments, tube finished—took longer than 5 minutes. For testing reasons, several results about the sheet's dumping state, twist, strain, and thickness forecasts were initially computed using the SHEET-Film algorithm, and then corrected using the fictitious model presented in this work.
Joonhang Lee, Kwangmin Lee, Dongok Kim, Hong Seok Choi, Byungmin Kim used a simulation using deform-2D to examine the emergence of spring back and spring go in the bending of thick plates. A working plate, a punch, and a di were used to build a model of a u-bending process for simulation. Additionally, they documented the impacts of temperature changes and changes in corner radii while investigating spring back and spring go behaviours at various temperatures. Further investigation revealed that the corners of the punch had experienced positive stress following bending, and this had caused positive tension to occur at the bottom of the die. It was discovered that the neural axis and the growing compressive stress that developed around the interior surface of the bent component were the primary causes.
Lal, Radha & Dwivedi, J.P. & Singh, V. It was discovered that the spring back is affected by certain parameters.
They used FEA software to analyze the spring back%, which resulted in an increase in the value of the initial blank thickness, lowering the spring back in the deformed sheet. It was also discovered that increasing the blank holding force causes the spring back in sheet metal to increase.
MelwinSajan, M Amirthalingam, Uday chakkingal utilized on original bowing technique to recreate thermo mechanical condition which prevalized in hot stepping process created by utilizing gleeble. By utilizing this procedure, they presumed that impact of cooling rate and change stage on spring back for hot stepping in diminishes to zero by controlling cooling rate. It is was inferred that clever v twisting strategy by far reaching load in gleeble is considered as simple and solid
Ali jabburiseyedsajjadshokahi claimed that Springback arises when sheet metal bends due to the elastic recovery action, hence this study investigates die shape optimization strategies to eliminate the springback defect. It can be reduced using a few fundamental techniques, such as finite elements and FEA simulations and ABAQUS are the design of experiment software programmes used here. The primary goal of the paper is to show that a large number of Design variables can be drastically reduced without sacrificing the ability to define the initial die angle. The taguchi method is built using an experimental design. optimising the model and doing approximation The process illustrates the optimization of the die angle for sheet metal bending into a V form.
Sun, P., Talaia, P.M., Grácio, J.J. and Ferreira, J.A. investigated development of a real prototype press linear model and spring back of material is achieved in this experiment slash paper springback eigenvalue inspection in sheet metal forming where proposed in real time on a hydraulic processes the performance of linear model was used for loops simulation experiments the author's to the next step where they can build a real price nonlinear model and accurate model for the spring back verification of information for real-time springback eigenvalue in order to adjust die size only the objective of the paper is springback real-time control method during sheet metal forming the main purpose is to contribute a path for real-time spring batch checking during sheet metal forming an example in this paper is applied to perform experiment result for testing and building control system.
Anggono, A.D., Siswanto, W.A. and Omar, B stated that the goal of this research is to develop an associate formula to solve problems related to spring back error in flat solid forming Because of the frequency of primarily elastic recovery of the fabric, spring back will be permitted as a dimensional modification that occurs during unloading. To get the right product, bone face compensation is necessary because spring back causes geometrical deviations. Pots can increase aggressiveness by adding product delicacy and reduce the number of crimes in the flat solid forming system by using die-compensation simulation. The proposed formula combines spring forward decompensation and displacement methods. As the ill-formed form was compared to the target, each area unit was iteratively supported.
Vrh, Marko & Halilovi?, Miroslav & Starman, Bojan & Stok, Boris. investigated on Springback, the peculiarity that is administered by strain recuperation later evacuation of framing loads, is of incredible worry in sheet metal shaping. There is no question that genuinely dependable mathematical demonstrating of the shaping cycle and forecasts of springback got by particular virtual experiences are significant to control this issue. Sadly, by right now accessible methodologies springback still can't be satisfactorily anticipated overall. In the first place, for the distinguishing proof of the boundaries in the constructed constitutive model a specific test strategy is intentionally evolved. To tackle the emerged reverse issue an advancement methodology is utilized. The proposed way to deal with constitutive demonstrating is approved eventually by a recreation of the springback in the framed HSS steel. The reproduction results end up being in great concurrence with the test ones. From the comparisons made, it is easy to understand that only contemporary modelling of material packs can be the real key to obtain a precise adaptation of springback in the formation of remote essences.
Gupta, T.R. and Payal, H.S. Due to its versatile recuperation, spring back air twisting is a touchy component of sheet metal framing. They also address the impact of bite the dust and punch span on spring back on electrifies CR4 steel. For this approach, various galvanising thickness, due radii, and punch distance and travel were used for one parameter at a time in air bending. For measuring different angles in their study, they used a universal testing machine and an optical profile projector. According to their research, punch and die radii increased. For both galvanised and non-galvanized steel, the following observations were made. To examine spring back, a graphical approach was used.
Hanapi, Suhadiyana & Omar, Abdul & Jaafar, Roseleena & Wan Abdul Rahaman, Wan Emri & Salleh, Farrahshaida & Tharazi, Izdihar the basic goal of this review is to show provisionally that the suspension is relative to the range of the instrument math framework. Researched the deformity on the suspension is the study's central focus, and this article discusses the primary stage of this process. The second phase of the project involves performing a limited component examination using a reenactment tool to conduct additional research on the suspension impact in the car part. The test results following the suspension are then correlated with the part plan's formability. These limits affect the nature of the pieces in ways that include punching velocity, material properties, contact between the device and the clear, and much more. One of the most important aspects of sheet metal framing is wrinkling.
If the sheet is abnormally wrinkled during the shaping technique, it could suffer damage or perhaps be destroyed. Suspension is another frequent problem in the interplay of sheet metal shaping. When the framing apparatuses are removed at the end of the sheet metal compressing process, a flexible deformation known as springing occurs. To check the obtained results, however, the part plan's support was also used to evaluate the part's formability. After the above issues were resolved, the accompanying perceptions were created utilizing this review.
All in all, springback impact on part is relative to the cycle and furthermore the kick the bucket framework. Also, to determine springback issue we need to investigation the pass on system for this explanation, to make assess the reason for springback in the part, the following phase of the learning system is to get at the subtleties of the bite the dust plan and accomplishing further work on the springback impact by giving idea to as other cycle variables, such as kick the bucket shoulder sweep, punch-pass on freedom, punch nose range and material properties of sheet metal.
Name of authors |
Research Tools |
Thipprakmas, S. and Phanitwong, W |
FEM Simulation, Taguchi and ANOVA techniques |
Nandedkar, Vilas. |
FEA Simulation, neural network |
Umur, Y., Yigit, K. and Bayram, A. |
ludwik stress strain method |
Lal, Radha & Dwivedi, J.P. & Singh, V. |
Curvature radius, bending angle |
Ali jabburi seyed sajjad shokahi |
FEA simulations and ABAQUS |
Panda, Navajyoti & Pawar, Ramkisan & Belurkar, G. |
Variable parameters |
Gupta, M.S. and Reddy, D.R. |
Thickness and angle |
Song, Y.T., Yao, D.M., Wu, S.T. and Weng, P.D. |
Taguchi method |
Sun, P., Talaia, P.M., Grácio, J.J. and Ferreira, J.A. |
Springback eigenvalue |
AgusdwiAnggono, Waluyo Adi Siswanto and Badrulomar |
Die- compensation simulation |
Vrh, Marko & Halilovi?, Miroslav & Starman, Bojan & Stok, Boris. |
Mathematical Demonstration |
Gupta, T.R. and Payal, H.S. |
Thickness, simulation |
Wan-Nawang, W.A., Qin, Y. and Liu, X. |
Material rolling direction, thickness |
Sun, P., Talaia, P.M., Grácio, J.J. and Ferreira, J.A. |
Springback eigenvalue, simulation |
Pourboghrat, F. and Chu, E. |
ABAQUS |
Lee, Joonhang & Lee, Kwangmin & Kim, Dongok & Choi, Hongseok & Kim, Byungmin. |
Temperature and changes in corner radius |
Lal, Radha & Dwivedi, J.P. & Singh, V. |
FEA software, blank holding force |
Sajan, Melwin & Amirthalingam, M. & Chakkingal, Uday. |
Original bowing technique |
Hanapi, Suhadiyana & Omar, Abdul & Jaafar, Roseleena & Wan Abdul Rahaman, Wan Emri & Salleh, Farrahshaida & Tharazi, Izdihar. |
Parameters |
TABLE I
The purpose of this research paper is to examine spring back in forming sheet metal. As a result of recoil or rebound during the bending process, spring back is a significant issue. When a part undergoes a geometrical change while being bent, that is basically what is meant by the term \"spring back.\" Measurement accuracy of the final portion is impacted by spring back. Furthermore, it may be said that several simulation programmes and methods are employed for spring back detection. Software for simulations includes ABAQUS, L. S. Dyna, 2-D deform, and others. For the purpose of explaining the idea of spring back and its repercussions, many simulation techniques and models are developed. Spring back and its effects can be prevented with the aid of these techniques and simulation processes.
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Copyright © 2022 Sonia Mahendra Pol, Dhruv Parmar, Hemanshu Rane, Omkar Pawar. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Paper Id : IJRASET47156
Publish Date : 2022-10-21
ISSN : 2321-9653
Publisher Name : IJRASET
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