Influence of Loading Mode on the Biaxial Stress-Strain Curve at Hydraulic Bulge Test

被引:0
|
作者
Sobotka, Jiri [1 ]
Solfronk, Pavel [1 ]
Svec, Martin [1 ]
Korecek, David [1 ]
机构
[1] Tech Univ Liberec, Fac Mech Engn, Dept Engn Technol, Studentska 1402-2, Liberec 46117, Czech Republic
关键词
stress-strain curve; sheet metal forming; state of stress; hydraulic bulge test; yield locus; photogrammetry; GOM Correlate Pro; FLOW CURVES; BEHAVIOR;
D O I
10.3390/ma17235762
中图分类号
O64 [物理化学(理论化学)、化学物理学];
学科分类号
070304 ; 081704 ;
摘要
Stress-strain curves are generally a very important material characteristic. For example, in numerical simulations, especially in sheet metal forming, stress-strain curves represent one of the most important data inputs. However, there is quite a wide range of parameters that influence their outline under the chosen technological conditions and, therefore, must always be taken into account. Among them, the influence of stress state and loading history is also relevant. In addition to that, to properly define the advanced yield conditions used in numerical simulations, it is also necessary to perform material tests under multi-axial stress states. For the above reasons, the present paper deals with the influence of the loading mode on the resulting outline of stress-strain curves under the equi-biaxial stress state at hydraulic bulge test (HBT). In light of the different loading modes, the classical continuous increase in pressure in accordance with ISO 16808 was compared with the so-called ramp test, where holding times for a duration of 90 s were applied. Two materials were selected for experiments, namely, a dual-phase steel (DP steel) with UTS of 500 MPa and an interstitial-free steel (IF steel) with a yield strength of 150 MPa. The results revealed totally different deformation behaviour of the tested materials depending on the used loading mode. Moreover, an evaluation of the microstructure was performed as well to clarify the measured results. The contactless optical system GOM Correlate Pro was used to evaluate the results of the HBT.
引用
收藏
页数:32
相关论文
共 50 条
  • [1] HYDRAULIC BULGE TEST FOR STRESS-STRAIN CURVE DETERMINATION AND DAMAGE CALIBRATION FOR ITO-GOYA MODEL
    Campos, Hugo
    Santos, Abel D.
    Martins, Bruno
    Ito, K.
    Mori, N.
    Barlat, F.
    11TH WORLD CONGRESS ON COMPUTATIONAL MECHANICS; 5TH EUROPEAN CONFERENCE ON COMPUTATIONAL MECHANICS; 6TH EUROPEAN CONFERENCE ON COMPUTATIONAL FLUID DYNAMICS, VOLS II - IV, 2014, : 4223 - 4238
  • [2] Determination of stress-strain relationship of tubular material with hydraulic bulge test
    Lianfa, Yang
    Cheng, Guo
    THIN-WALLED STRUCTURES, 2008, 46 (02) : 147 - 154
  • [3] Determination of Stress-Strain Curves of Sheet Metals by Hydraulic Bulge Test
    Lazarescu, Lucian
    Comsa, Dan Sorin
    Banabic, Dorel
    14TH INTERNATIONAL CONFERENCE ON MATERIAL FORMING ESAFORM, 2011 PROCEEDINGS, 2011, 1353 : 1429 - 1434
  • [4] THE INFLUENCE OF MODE CONTROL, MEAN-VALUE AND FREQUENCY OF LOADING ON THE CYCLIC STRESS-STRAIN CURVE
    KLIMAN, V
    BILY, M
    MATERIALS SCIENCE AND ENGINEERING, 1980, 44 (01): : 73 - 79
  • [5] STRESS-STRAIN RESPONSE AND FRACTURE OF CONCRETE IN BIAXIAL LOADING
    TASUJI, ME
    SLATE, FO
    NILSON, AH
    JOURNAL OF THE AMERICAN CONCRETE INSTITUTE, 1978, 75 (07): : 306 - 312
  • [6] STRESS-STRAIN RESPONSE AND FRACTURE OF CONCRETE IN BIAXIAL LOADING
    TRAINA, LA
    JOURNAL OF THE AMERICAN CONCRETE INSTITUTE, 1979, 76 (01): : 183 - 184
  • [7] INFLUENCE OF MODE CONTROL, MEAN-VALUE AND FREQUENCY OF LOADING ON THE SHAPE OF COMPLETE CYCLIC STRESS-STRAIN CURVE
    KLIMAN, V
    BILY, M
    KOVOVE MATERIALY-METALLIC MATERIALS, 1980, 18 (03): : 375 - 387
  • [8] STRESS-STRAIN RESPONSE AND FRACTURE OF CONCRETE IN BIAXIAL LOADING.
    Tasuji, M.Ebrahim
    Slate, Floyd O.
    Nilson, Arthur H.
    1978, 75 (07): : 306 - 312
  • [9] Cyclic stress-strain curve under random loading
    Horansky, P
    Bily, M
    KOVOVE MATERIALY-METALLIC MATERIALS, 1998, 36 (04): : 270 - 280
  • [10] INFLUENCE OF THE TYPE OF STRESS-STRAIN STATE ON THE TRUE STRESS-STRAIN CURVE FOR THE ELASTOPLASTIC MATERIALS
    Bazhenov, V. G.
    Osetrov, S. L.
    Osetrov, D. L.
    Artemyeva, A. A.
    MATERIALS PHYSICS AND MECHANICS, 2016, 28 (1-2): : 53 - 56