{"figure":"multifat_comparison","source":{"repository":"andreachiocca/multiaxial-fatigue","commit":"67f06ea6ac11e011058b721020320b6558231bd9","command":"multifat-pipeline --all","table":"Results/current/Comparison/summary_error_stats_by_role.csv","pipeline_exit_code":null,"generated":"2026-11-05"},"metric":{"name":"Error_load","role":"assessment","definition":"e_L = ln(1/s*)","within":"|1/s* - 1| <= 0.10 or 0.20"},"families":["cp_methods","invariant_methods","integral_methods","energy_based_methods"],"materials":[{"id":"Al7075_T6","assessment_tests":76},{"id":"Ti6Al4V_Berto","assessment_tests":40},{"id":"42CrMo4_QT","assessment_tests":36},{"id":"AISI316L","assessment_tests":32},{"id":"42CrMo4_Reis","assessment_tests":20},{"id":"Ti6Al4V","assessment_tests":6}],"methods":[{"id":"FIN","family":"cp_methods","citation":"Findley (1959), A theory for the effect of mean stress on fatigue of metals under combined torsion and axial load or bending","url":"https://doi.org/10.1115/1.4008327","inputs":"stress","life_law":"master_curve","constants":["k_FI"],"optional_constants":[]},{"id":"SWT","family":"cp_methods","citation":"Smith, Watson & Topper (1970), A stress-strain function for the fatigue of metals, Journal of Materials 5(4), 767–778","url":"","inputs":"stress_strain","life_law":"master_curve","constants":[],"optional_constants":[]},{"id":"NINIC","family":"cp_methods","citation":"Ninic (2006), A stress-based multiaxial high-cycle fatigue damage criterion, Eqs. (1)-(4)","url":"https://doi.org/10.1016/j.ijfatigue.2005.04.014","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":["k_NIN"]},{"id":"MWCM","family":"cp_methods","citation":"Susmel & Lazzarin (2002), A bi-parametric Wöhler curve for high cycle multiaxial fatigue assessment, Eqs. (5), (8)-(13)","url":"https://doi.org/10.1046/j.1460-2695.2002.00462.x","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":[]},{"id":"LI","family":"cp_methods","citation":"Li et al. (2021), Multiaxial fatigue life prediction for metals by means of an improved strain energy density-based critical plane criterion","url":"https://doi.org/10.1016/j.euromechsol.2021.104353","inputs":"stress_strain","life_law":"master_curve","constants":[],"optional_constants":["L_LI"]},{"id":"MATAKE","family":"cp_methods","citation":"Matake (1977), An explanation on fatigue limit under combined stress","url":"https://doi.org/10.1299/jsme1958.20.257","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":[]},{"id":"MDC","family":"cp_methods","citation":"Margetin, Ďurka & Chmelko (2016), Multiaxial fatigue criterion based on parameters from torsion and axial S-N curve, Eqs. (4)-(8)","url":"https://doi.org/10.3221/IGF-ESIS.37.20","inputs":"stress","life_law":"native","constants":["b0","b_fat","sigma_f","tau_f"],"optional_constants":[]},{"id":"MGSE_ZHU","family":"cp_methods","citation":"Zhu et al. (2018), Evaluation and comparison of critical plane criteria for multiaxial fatigue analysis of ductile and brittle materials","url":"https://doi.org/10.1016/j.ijfatigue.2018.03.028","inputs":"stress_strain","life_law":"master_curve","constants":[],"optional_constants":["k_MGSE"]},{"id":"MMCCM","family":"cp_methods","citation":"Wang & Susmel (2016), The Modified Manson-Coffin Curve Method to estimate fatigue lifetime under complex constant and variable amplitude multiaxial fatigue loading, Eqs. (1)-(8)","url":"https://doi.org/10.1016/j.ijfatigue.2015.10.005","inputs":"stress_strain","life_law":"native","constants":["E","b0","b_fat","c0","c_fat","epsilon_f","gamma_f","nu","sigma_f","tau_f"],"optional_constants":["nu_p"]},{"id":"MSWT","family":"cp_methods","citation":"Modified SWT form reported by Zhu et al. (2018), Evaluation and comparison of critical plane criteria for multiaxial fatigue analysis of ductile and brittle materials","url":"https://doi.org/10.1016/j.ijfatigue.2018.03.028","inputs":"stress_strain","life_law":"master_curve","constants":[],"optional_constants":["a_MSWT"]},{"id":"DANGVAN","family":"cp_methods","citation":"Dang Van (1973), Sur la résistance à la fatigue des métaux, Sciences et Technique de l'Armement 47, 647–722","url":"","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":[]},{"id":"MKBM","family":"cp_methods","citation":"Li et al. (2011), Multiaxial fatigue life prediction for various metallic materials based on the critical plane approach","url":"https://doi.org/10.1016/j.ijfatigue.2010.07.003","inputs":"stress_strain","life_law":"master_curve","constants":["Sy"],"optional_constants":[]},{"id":"VSE","family":"cp_methods","citation":"Liu (1993), A method based on virtual strain-energy parameters for multiaxial fatigue life prediction, ASTM STP 1191, Eqs. (7)-(11)","url":"https://doi.org/10.1520/STP24796S","inputs":"stress_strain","life_law":"master_curve","constants":[],"optional_constants":["vse_mode"]},{"id":"MCD","family":"cp_methods","citation":"McDiarmid (1991), A general criterion for high cycle multiaxial fatigue failure","url":"https://doi.org/10.1111/j.1460-2695.1991.tb00673.x","inputs":"stress","life_law":"master_curve","constants":["Su","Taum1"],"optional_constants":[]},{"id":"MWHS","family":"cp_methods","citation":"Wu, Li, Fang & Song (2017), Evaluation of multiaxial fatigue life prediction criteria for Ni-based superalloy GH4169, Eq. (19)","url":"https://doi.org/10.1177/0954406217708214","inputs":"stress_strain","life_law":"master_curve","constants":["E","Sy"],"optional_constants":[]},{"id":"FS","family":"cp_methods","citation":"Fatemi & Socie (1988), A critical plane approach to multiaxial fatigue damage including out-of-phase loading","url":"https://doi.org/10.1111/j.1460-2695.1988.tb01169.x","inputs":"stress_strain","life_law":"master_curve","constants":["Sy","k_FS"],"optional_constants":[]},{"id":"LIU2021","family":"cp_methods","citation":"Liu, Ran, Wei & Zhang (2021), A critical plane-based multiaxial fatigue life prediction method considering the material sensitivity and the shear stress","url":"https://doi.org/10.1016/j.ijpvp.2021.104532","inputs":"stress_strain","life_law":"master_curve","constants":["E","Su","nu"],"optional_constants":["tau_f"]},{"id":"GSE","family":"cp_methods","citation":"Ince & Glinka (2014), A generalized fatigue damage parameter for multiaxial fatigue life prediction under proportional and non-proportional loadings","url":"https://doi.org/10.1016/j.ijfatigue.2013.10.007","inputs":"stress_strain","life_law":"master_curve","constants":["E","nu"],"optional_constants":[]},{"id":"MGSE_YU","family":"cp_methods","citation":"Yu, Zhu, Liu & Liu (2017), Multiaxial fatigue damage parameter and life prediction without any additional material constants, Eq. (11)","url":"https://doi.org/10.3390/ma10080923","inputs":"stress_strain","life_law":"master_curve","constants":[],"optional_constants":[]},{"id":"GSA","family":"cp_methods","citation":"Ince & Glinka (2014), A generalized fatigue damage parameter for multiaxial fatigue life prediction under proportional and non-proportional loadings","url":"https://doi.org/10.1016/j.ijfatigue.2013.10.007","inputs":"stress_strain","life_law":"master_curve","constants":["E","nu"],"optional_constants":["Su","sigma_f","tau_f"]},{"id":"LIU2025","family":"cp_methods","citation":"Liu, Xie & Hao (2025), A multiaxial high-cycle fatigue life evaluation model based on the critical plane method, Eqs. (21)-(27)","url":"https://doi.org/10.1007/s11665-025-11163-z","inputs":"stress","life_law":"master_curve","constants":["Su"],"optional_constants":["Tu"]},{"id":"MMMH","family":"invariant_methods","citation":"Mertens & Liebich (2017), A time dependent equivalent stress function for proportional and non-proportional transient loaded and notched metallic components, Eqs. (1), (4), (20)-(25), smooth surface; endurance-limit Haigh line with M of Dubbel (2004) E1","url":"https://doi.org/10.1016/j.ijfatigue.2017.06.003","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":["M_MMMH","Sig0","Su"]},{"id":"VHN","family":"invariant_methods","citation":"Vu, Halm & Nadot (2010), Multiaxial fatigue criterion for complex loading based on stress invariants, Eqs. (6)-(21)","url":"https://doi.org/10.1016/j.ijfatigue.2009.11.006","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Su","Taum1"],"optional_constants":[]},{"id":"GAM","family":"invariant_methods","citation":"Goncalves, Araujo & Mamiya (2005), Multiaxial fatigue: a stress based criterion for hard metals, Eqs. (11)-(13), (A.17)","url":"https://doi.org/10.1016/j.ijfatigue.2004.05.006","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":[]},{"id":"COIN","family":"invariant_methods","citation":"Schmidt & Kraft (2023), A new equivalent stress approach based on complex invariants: The COIN LiWI method, Eqs. (21)-(32)","url":"https://doi.org/10.1016/j.ijfatigue.2022.107474","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":["k_phi"]},{"id":"CROSSLAND","family":"invariant_methods","citation":"Crossland (1956), Effect of large hydrostatic pressures on the torsional fatigue strength of an alloy steel; as restated by Papadopoulos et al. (1997), A comparative study of multiaxial high-cycle fatigue criteria for metals, Eqs. (44), (65)-(66)","url":"https://doi.org/10.1016/S0142-1123(96)00064-3","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":[]},{"id":"PBP","family":"invariant_methods","citation":"Cristofori, Susmel & Tovo (2008), A stress invariant based criterion to estimate fatigue damage under multiaxial loading, Eqs. (4)-(13)","url":"https://doi.org/10.1016/j.ijfatigue.2007.11.006","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":[]},{"id":"SINES","family":"invariant_methods","citation":"Sines (1959), Behavior of metals under complex static and alternating stresses; as restated by Papadopoulos et al. (1997), A comparative study of multiaxial high-cycle fatigue criteria for metals, Eqs. (44), (62)-(64)","url":"https://doi.org/10.1016/S0142-1123(96)00064-3","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Su","Taum1"],"optional_constants":[]},{"id":"OTT","family":"invariant_methods","citation":"Tveit et al. (2024), A continuum approach to multiaxial high-cycle fatigue modeling for ductile metallic materials","url":"https://doi.org/10.1016/j.rineng.2024.102171","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":["A_OTT","Sig0","Su","m_OTT"]},{"id":"CAIM","family":"integral_methods","citation":"Boehme, Papuga & Lange (2026), Decoupling amplitude and mean stress effects in multiaxial fatigue: A critical–integral approach","url":"https://doi.org/10.1111/ffe.70244","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":["Sig0","Su","Tau0"]},{"id":"BP","family":"integral_methods","citation":"Boehme & Papuga (2024), Advancements in stress-based multiaxial fatigue prediction: A data-driven approach and a new criterion","url":"https://doi.org/10.1111/ffe.14281","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":["Sig0","Su","Tau0"]},{"id":"PCR","family":"integral_methods","citation":"Papuga & Růžička (2008), Two new multiaxial criteria for high cycle fatigue computation, Eq. (17), Appendix B","url":"https://doi.org/10.1016/j.ijfatigue.2007.02.015","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":["Sig0","Su"]},{"id":"MOREL","family":"integral_methods","citation":"Morel (1998), A fatigue life prediction method based on a mesoscopic approach in constant amplitude multiaxial loading, Eqs. (9)-(11), (33)-(38)","url":"https://doi.org/10.1046/j.1460-2695.1998.00452.x","inputs":"stress","life_law":"native","constants":["Sigm1","Taum1"],"optional_constants":[]},{"id":"PI","family":"integral_methods","citation":"Papuga & Růžička (2008), Two new multiaxial criteria for high cycle fatigue computation, Eq. (16), Appendix A","url":"https://doi.org/10.1016/j.ijfatigue.2007.02.015","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":[]},{"id":"PAPADOPOULOS","family":"integral_methods","citation":"Papadopoulos (2001), Long life fatigue under multiaxial loading, Eqs. (10), (25), (41)","url":"https://doi.org/10.1016/S0142-1123(01)00059-7","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":[]},{"id":"RFB","family":"integral_methods","citation":"Robert, Fogue & Bahuaud (1994), Fatigue life prediction under periodical or random multiaxial stress states, ASTM STP 1231, Eqs. (8), (15)-(25), Appendix","url":"https://doi.org/10.1520/STP13959S","inputs":"stress","life_law":"master_curve","constants":["Sigm1","Taum1"],"optional_constants":["Sig0","Su"]},{"id":"EK","family":"energy_based_methods","citation":"Ellyin & Kujawski (1993), A multiaxial fatigue criterion including mean-stress effect, ASTM STP 1191, Eqs. (5b), (11)-(18), high-cycle elastic form","url":"https://doi.org/10.1520/STP24795S","inputs":"stress_strain","life_law":"master_curve","constants":["E","nu"],"optional_constants":["K_prime","alpha_EK","n_EK","n_prime"]},{"id":"SWTD","family":"energy_based_methods","citation":"Kujawski (2014), A deviatoric version of the SWT parameter","url":"https://doi.org/10.1016/j.ijfatigue.2013.12.002","inputs":"stress_strain","life_law":"master_curve","constants":[],"optional_constants":[]}],"cells":[{"material":"Al7075_T6","method":"FIN","n":64,"mean":0.019904480788437047,"sd":0.07559602574366561,"within10":0.796875,"within20":0.984375},{"material":"Al7075_T6","method":"SWT","n":76,"mean":-0.11857690130801939,"sd":0.1356162444332297,"within10":0.4868421052631579,"within20":0.7631578947368421},{"material":"Al7075_T6","method":"NINIC","n":76,"mean":0.12388019586968362,"sd":0.18333147196491698,"within10":0.4473684210526316,"within20":0.5921052631578947},{"material":"Al7075_T6","method":"MWCM","n":76,"mean":0.03480934779376339,"sd":0.13265512048149875,"within10":0.5263157894736842,"within20":0.8421052631578947},{"material":"Al7075_T6","method":"LI","n":64,"mean":0.112726196691591,"sd":0.19207818674977897,"within10":0.46875,"within20":0.578125},{"material":"Al7075_T6","method":"MATAKE","n":76,"mean":-0.03916779189857405,"sd":0.09489419994335073,"within10":0.6973684210526315,"within20":0.9605263157894737},{"material":"Al7075_T6","method":"MDC","n":64,"mean":-0.14360886680536566,"sd":0.1774249364303005,"within10":0.40625,"within20":0.671875},{"material":"Al7075_T6","method":"MGSE_ZHU","n":64,"mean":0.08037173710472842,"sd":0.15783178749370996,"within10":0.671875,"within20":0.8125},{"material":"Al7075_T6","method":"MMCCM","n":64,"mean":0.10362558439342918,"sd":0.2892417337402676,"within10":0.296875,"within20":0.59375},{"material":"Al7075_T6","method":"MSWT","n":64,"mean":-0.030617629609279405,"sd":0.09112625139131308,"within10":0.78125,"within20":0.953125},{"material":"Al7075_T6","method":"DANGVAN","n":76,"mean":-0.08614515299540793,"sd":0.10846295141488006,"within10":0.5657894736842105,"within20":0.868421052631579},{"material":"Al7075_T6","method":"MKBM","n":76,"mean":-0.05143085942826474,"sd":0.1919793260892056,"within10":0.47368421052631576,"within20":0.7105263157894737},{"material":"Al7075_T6","method":"VSE","n":76,"mean":-0.26147513860548993,"sd":0.18933048855583362,"within10":0.23684210526315788,"within20":0.47368421052631576},{"material":"Al7075_T6","method":"MCD","n":76,"mean":0.004339548830953972,"sd":0.18839126747884608,"within10":0.3157894736842105,"within20":0.6710526315789473},{"material":"Al7075_T6","method":"MWHS","n":75,"mean":-0.11737869450019277,"sd":0.12979140409638928,"within10":0.4266666666666667,"within20":0.7866666666666666},{"material":"Al7075_T6","method":"FS","n":64,"mean":-0.06837586897681916,"sd":0.10607934858802245,"within10":0.484375,"within20":0.9375},{"material":"Al7075_T6","method":"LIU2021","n":76,"mean":0.011543276864043989,"sd":0.19231573047006398,"within10":0.27631578947368424,"within20":0.6842105263157895},{"material":"Al7075_T6","method":"GSE","n":76,"mean":0.08048057939534503,"sd":0.14686599448146004,"within10":0.631578947368421,"within20":0.8289473684210527},{"material":"Al7075_T6","method":"MGSE_YU","n":76,"mean":0.08048057939534525,"sd":0.14686599448146007,"within10":0.631578947368421,"within20":0.8289473684210527},{"material":"Al7075_T6","method":"GSA","n":76,"mean":0.14307287420802156,"sd":0.17509266174790405,"within10":0.4868421052631579,"within20":0.6973684210526315},{"material":"Al7075_T6","method":"LIU2025","n":76,"mean":0.018212273679754188,"sd":0.15196650581168095,"within10":0.34210526315789475,"within20":0.8157894736842105},{"material":"Al7075_T6","method":"MMMH","n":76,"mean":-0.1402495744930044,"sd":0.15743605529114318,"within10":0.4868421052631579,"within20":0.6710526315789473},{"material":"Al7075_T6","method":"VHN","n":76,"mean":-0.10408530352961161,"sd":0.1376165536147195,"within10":0.5394736842105263,"within20":0.7763157894736842},{"material":"Al7075_T6","method":"GAM","n":76,"mean":-0.009368538961084395,"sd":0.09852285542485964,"within10":0.6447368421052632,"within20":0.9868421052631579},{"material":"Al7075_T6","method":"COIN","n":76,"mean":-0.13708412924227267,"sd":0.18480389223473287,"within10":0.5263157894736842,"within20":0.6973684210526315},{"material":"Al7075_T6","method":"CROSSLAND","n":76,"mean":-0.14423569927158386,"sd":0.14825948824239257,"within10":0.4473684210526316,"within20":0.6973684210526315},{"material":"Al7075_T6","method":"PBP","n":76,"mean":-0.07933324039337897,"sd":0.1276138673887867,"within10":0.5394736842105263,"within20":0.8421052631578947},{"material":"Al7075_T6","method":"SINES","n":76,"mean":-0.052242820335066366,"sd":0.1625792980807227,"within10":0.4473684210526316,"within20":0.7631578947368421},{"material":"Al7075_T6","method":"OTT","n":76,"mean":-0.08805420072193082,"sd":0.18472717829444962,"within10":0.39473684210526316,"within20":0.631578947368421},{"material":"Al7075_T6","method":"CAIM","n":76,"mean":-0.09094243125463415,"sd":0.13824754015355462,"within10":0.5921052631578947,"within20":0.7631578947368421},{"material":"Al7075_T6","method":"BP","n":76,"mean":-0.10065406018241031,"sd":0.13770962710123003,"within10":0.5657894736842105,"within20":0.7763157894736842},{"material":"Al7075_T6","method":"PCR","n":76,"mean":-0.0584141333255967,"sd":0.13454912460219573,"within10":0.6052631578947368,"within20":0.8289473684210527},{"material":"Al7075_T6","method":"MOREL","n":76,"mean":0.022518709753442074,"sd":0.15627501402884053,"within10":0.47368421052631576,"within20":0.8289473684210527},{"material":"Al7075_T6","method":"PI","n":76,"mean":-0.037369706435771866,"sd":0.14029207705529814,"within10":0.5657894736842105,"within20":0.8289473684210527},{"material":"Al7075_T6","method":"PAPADOPOULOS","n":76,"mean":-0.05184446282810085,"sd":0.09399855684870276,"within10":0.6842105263157895,"within20":0.9473684210526315},{"material":"Al7075_T6","method":"RFB","n":76,"mean":-0.10772099800430214,"sd":0.13813754963625263,"within10":0.5394736842105263,"within20":0.7631578947368421},{"material":"Al7075_T6","method":"EK","n":76,"mean":-0.1235647920155204,"sd":0.1372151075027535,"within10":0.4605263157894737,"within20":0.7763157894736842},{"material":"Al7075_T6","method":"SWTD","n":76,"mean":0.0023372771273479117,"sd":0.17323803364270096,"within10":0.5789473684210527,"within20":0.7631578947368421},{"material":"Ti6Al4V_Berto","method":"FIN","n":31,"mean":-0.0389384686273996,"sd":0.12825906826666564,"within10":0.5806451612903226,"within20":0.8064516129032258},{"material":"Ti6Al4V_Berto","method":"SWT","n":39,"mean":-0.16708568494568737,"sd":0.13348071617211413,"within10":0.3076923076923077,"within20":0.6923076923076923},{"material":"Ti6Al4V_Berto","method":"NINIC","n":39,"mean":0.06907017126085134,"sd":0.17497388305773828,"within10":0.46153846153846156,"within20":0.6410256410256411},{"material":"Ti6Al4V_Berto","method":"MWCM","n":39,"mean":-0.4141179928149052,"sd":0.31962445100024206,"within10":0.1794871794871795,"within20":0.3333333333333333},{"material":"Ti6Al4V_Berto","method":"LI","n":31,"mean":0.06067437384822851,"sd":0.1348221824617497,"within10":0.5483870967741935,"within20":0.8064516129032258},{"material":"Ti6Al4V_Berto","method":"MATAKE","n":39,"mean":-0.41411799210160427,"sd":0.31962445116465493,"within10":0.1794871794871795,"within20":0.3333333333333333},{"material":"Ti6Al4V_Berto","method":"MDC","n":31,"mean":-0.3257777600337103,"sd":0.30855652631716707,"within10":0.3548387096774194,"within20":0.41935483870967744},{"material":"Ti6Al4V_Berto","method":"MGSE_ZHU","n":31,"mean":0.0010405580053625004,"sd":0.13482218246174968,"within10":0.5483870967741935,"within20":0.8387096774193549},{"material":"Ti6Al4V_Berto","method":"MMCCM","n":31,"mean":-0.35489616435369664,"sd":0.30738208800953265,"within10":0.3225806451612903,"within20":0.3548387096774194},{"material":"Ti6Al4V_Berto","method":"MSWT","n":31,"mean":-0.13829404900378228,"sd":0.14942422808629893,"within10":0.3225806451612903,"within20":0.7096774193548387},{"material":"Ti6Al4V_Berto","method":"DANGVAN","n":39,"mean":-0.414117990973312,"sd":0.31962445142472246,"within10":0.1794871794871795,"within20":0.3333333333333333},{"material":"Ti6Al4V_Berto","method":"MKBM","n":39,"mean":-0.23730569039225996,"sd":0.323228623143994,"within10":0.3076923076923077,"within20":0.48717948717948717},{"material":"Ti6Al4V_Berto","method":"VSE","n":39,"mean":-0.4861578832231318,"sd":0.3196244514247224,"within10":0.07692307692307693,"within20":0.2564102564102564},{"material":"Ti6Al4V_Berto","method":"MCD","n":39,"mean":-0.10525678508435277,"sd":0.31962445131351985,"within10":0.2564102564102564,"within20":0.48717948717948717},{"material":"Ti6Al4V_Berto","method":"MWHS","n":40,"mean":-0.2736774908055029,"sd":0.2921790711219109,"within10":0.35,"within20":0.525},{"material":"Ti6Al4V_Berto","method":"FS","n":31,"mean":-0.3412366048935391,"sd":0.33461967570142304,"within10":0.16129032258064516,"within20":0.3870967741935484},{"material":"Ti6Al4V_Berto","method":"LIU2021","n":39,"mean":-0.03226308124037429,"sd":0.3248643696697106,"within10":0.1794871794871795,"within20":0.46153846153846156},{"material":"Ti6Al4V_Berto","method":"GSE","n":39,"mean":0.1709080951928719,"sd":0.13348071617211404,"within10":0.2564102564102564,"within20":0.5641025641025641},{"material":"Ti6Al4V_Berto","method":"MGSE_YU","n":39,"mean":0.17090809519287165,"sd":0.13348071617211416,"within10":0.2564102564102564,"within20":0.5641025641025641},{"material":"Ti6Al4V_Berto","method":"GSA","n":39,"mean":0.293506364845964,"sd":0.13348071617211432,"within10":0.07692307692307693,"within20":0.15384615384615385},{"material":"Ti6Al4V_Berto","method":"MMMH","n":39,"mean":-0.22447560482555262,"sd":0.17036015220329545,"within10":0.2564102564102564,"within20":0.5384615384615384},{"material":"Ti6Al4V_Berto","method":"VHN","n":39,"mean":-0.3447139438709315,"sd":0.3111187633613817,"within10":0.28205128205128205,"within20":0.46153846153846156},{"material":"Ti6Al4V_Berto","method":"GAM","n":39,"mean":0.018614943950365788,"sd":0.1327309290271808,"within10":0.5384615384615384,"within20":0.8461538461538461},{"material":"Ti6Al4V_Berto","method":"COIN","n":39,"mean":-0.41411799097331153,"sd":0.31962445142472234,"within10":0.1794871794871795,"within20":0.3333333333333333},{"material":"Ti6Al4V_Berto","method":"CROSSLAND","n":39,"mean":-0.4141179909733114,"sd":0.3196244514247224,"within10":0.1794871794871795,"within20":0.3333333333333333},{"material":"Ti6Al4V_Berto","method":"PBP","n":39,"mean":-0.4141179909733114,"sd":0.3196244514247224,"within10":0.1794871794871795,"within20":0.3333333333333333},{"material":"Ti6Al4V_Berto","method":"SINES","n":39,"mean":-0.06803387112282297,"sd":0.3196244514247224,"within10":0.23076923076923078,"within20":0.4358974358974359},{"material":"Ti6Al4V_Berto","method":"OTT","n":39,"mean":-0.08160114973533718,"sd":0.31962445142472246,"within10":0.20512820512820512,"within20":0.4358974358974359},{"material":"Ti6Al4V_Berto","method":"CAIM","n":39,"mean":-0.29602771399918926,"sd":0.2248591191053837,"within10":0.20512820512820512,"within20":0.48717948717948717},{"material":"Ti6Al4V_Berto","method":"BP","n":39,"mean":-0.2960277139991893,"sd":0.2248591191053838,"within10":0.20512820512820512,"within20":0.48717948717948717},{"material":"Ti6Al4V_Berto","method":"PCR","n":39,"mean":-0.13669314548604525,"sd":0.13629662618399507,"within10":0.48717948717948717,"within20":0.717948717948718},{"material":"Ti6Al4V_Berto","method":"MOREL","n":39,"mean":-0.6678251544283577,"sd":0.4776922988955401,"within10":0.15384615384615385,"within20":0.20512820512820512},{"material":"Ti6Al4V_Berto","method":"PI","n":39,"mean":-0.14007329787779257,"sd":0.31710880772688266,"within10":0.23076923076923078,"within20":0.5384615384615384},{"material":"Ti6Al4V_Berto","method":"PAPADOPOULOS","n":39,"mean":-0.41411799097331153,"sd":0.3196244514247224,"within10":0.1794871794871795,"within20":0.3333333333333333},{"material":"Ti6Al4V_Berto","method":"RFB","n":39,"mean":-0.35832443775724776,"sd":0.2520217151332466,"within10":0.1794871794871795,"within20":0.3333333333333333},{"material":"Ti6Al4V_Berto","method":"EK","n":39,"mean":-0.19921600335656825,"sd":0.3196244514247225,"within10":0.28205128205128205,"within20":0.48717948717948717},{"material":"Ti6Al4V_Berto","method":"SWTD","n":39,"mean":0.10719729092873113,"sd":0.13348071617211413,"within10":0.38461538461538464,"within20":0.717948717948718},{"material":"42CrMo4_QT","method":"FIN","n":9,"mean":0.28528289746657465,"sd":0.0228459021691328,"within10":0.0,"within20":0.0},{"material":"42CrMo4_QT","method":"SWT","n":18,"mean":0.051587721344427476,"sd":0.09991802701752434,"within10":0.4444444444444444,"within20":1.0},{"material":"42CrMo4_QT","method":"NINIC","n":18,"mean":0.23470960119106443,"sd":0.17109571758839437,"within10":0.2777777777777778,"within20":0.5},{"material":"42CrMo4_QT","method":"MWCM","n":18,"mean":-0.060532604277353554,"sd":0.12394103228254559,"within10":0.3888888888888889,"within20":1.0},{"material":"42CrMo4_QT","method":"LI","n":9,"mean":0.1777563311023034,"sd":0.022845902613577603,"within10":0.0,"within20":0.5555555555555556},{"material":"42CrMo4_QT","method":"MATAKE","n":18,"mean":-0.060532603877211016,"sd":0.12394103226402654,"within10":0.3888888888888889,"within20":1.0},{"material":"42CrMo4_QT","method":"MDC","n":9,"mean":-0.2476228688820053,"sd":0.011057379818536996,"within10":0.0,"within20":0.0},{"material":"42CrMo4_QT","method":"MGSE_ZHU","n":9,"mean":0.1386799471977098,"sd":0.022845902169132758,"within10":0.0,"within20":1.0},{"material":"42CrMo4_QT","method":"MMCCM","n":9,"mean":-0.31337271327455113,"sd":0.029311526341155733,"within10":0.0,"within20":0.0},{"material":"42CrMo4_QT","method":"MSWT","n":9,"mean":0.13867994719771007,"sd":0.022845902169132796,"within10":0.0,"within20":1.0},{"material":"42CrMo4_QT","method":"DANGVAN","n":18,"mean":-0.06053260319775523,"sd":0.12394103223258057,"within10":0.3888888888888889,"within20":1.0},{"material":"42CrMo4_QT","method":"MKBM","n":18,"mean":0.11863796662541308,"sd":0.12481725213988865,"within10":0.5555555555555556,"within20":0.5555555555555556},{"material":"42CrMo4_QT","method":"VSE","n":18,"mean":-0.14803920271001517,"sd":0.12394103223258053,"within10":0.4444444444444444,"within20":0.5},{"material":"42CrMo4_QT","method":"MCD","n":18,"mean":0.2230581819190211,"sd":0.12394103224651841,"within10":0.16666666666666666,"within20":0.5},{"material":"42CrMo4_QT","method":"MWHS","n":36,"mean":-0.25565634864293496,"sd":0.06803405830187365,"within10":0.027777777777777776,"within20":0.16666666666666666},{"material":"42CrMo4_QT","method":"FS","n":9,"mean":-0.18453888838815094,"sd":0.0473510793994431,"within10":0.0,"within20":0.6666666666666666},{"material":"42CrMo4_QT","method":"LIU2021","n":18,"mean":0.3216802094874189,"sd":0.12523720264649496,"within10":0.0,"within20":0.05555555555555555},{"material":"42CrMo4_QT","method":"GSE","n":18,"mean":0.38802969572356694,"sd":0.09991802701752425,"within10":0.0,"within20":0.0},{"material":"42CrMo4_QT","method":"MGSE_YU","n":18,"mean":0.3880296957235668,"sd":0.09991802701752425,"within10":0.0,"within20":0.0},{"material":"42CrMo4_QT","method":"GSA","n":18,"mean":0.506153194503463,"sd":0.09991802701752418,"within10":0.0,"within20":0.0},{"material":"42CrMo4_QT","method":"LIU2025","n":18,"mean":0.3803808712575624,"sd":0.04310151740499257,"within10":0.0,"within20":0.0},{"material":"42CrMo4_QT","method":"MMMH","n":18,"mean":0.047125482679066216,"sd":0.044469729214217754,"within10":0.8888888888888888,"within20":1.0},{"material":"42CrMo4_QT","method":"VHN","n":18,"mean":-0.05877133949713764,"sd":0.12508105407008935,"within10":0.4444444444444444,"within20":1.0},{"material":"42CrMo4_QT","method":"GAM","n":18,"mean":0.18309191713986822,"sd":0.14194285263457626,"within10":0.3888888888888889,"within20":0.5},{"material":"42CrMo4_QT","method":"COIN","n":18,"mean":-0.06053260319775547,"sd":0.1239410322325805,"within10":0.3888888888888889,"within20":1.0},{"material":"42CrMo4_QT","method":"CROSSLAND","n":18,"mean":-0.06053260319775543,"sd":0.12394103223258059,"within10":0.3888888888888889,"within20":1.0},{"material":"42CrMo4_QT","method":"PBP","n":18,"mean":-0.06053260319775539,"sd":0.1239410322325806,"within10":0.3888888888888889,"within20":1.0},{"material":"42CrMo4_QT","method":"SINES","n":18,"mean":0.258677470507208,"sd":0.12394103223258059,"within10":0.0,"within20":0.5},{"material":"42CrMo4_QT","method":"OTT","n":18,"mean":0.2451101918946924,"sd":0.12394103223258046,"within10":0.0,"within20":0.5},{"material":"42CrMo4_QT","method":"CAIM","n":18,"mean":0.009087188867275275,"sd":0.062469195540426334,"within10":0.8888888888888888,"within20":1.0},{"material":"42CrMo4_QT","method":"BP","n":18,"mean":0.00908718886727546,"sd":0.062469195540426355,"within10":0.8888888888888888,"within20":1.0},{"material":"42CrMo4_QT","method":"PCR","n":18,"mean":0.05960996548729966,"sd":0.025222548931680015,"within10":0.9444444444444444,"within20":1.0},{"material":"42CrMo4_QT","method":"MOREL","n":18,"mean":-0.1557076895407363,"sd":0.17662657685237482,"within10":0.4444444444444444,"within20":0.7777777777777778},{"material":"42CrMo4_QT","method":"PI","n":18,"mean":0.17637970810743792,"sd":0.12391983670534452,"within10":0.5,"within20":0.5},{"material":"42CrMo4_QT","method":"PAPADOPOULOS","n":18,"mean":-0.06053260319775543,"sd":0.12394103223258059,"within10":0.3888888888888889,"within20":1.0},{"material":"42CrMo4_QT","method":"RFB","n":18,"mean":-0.04176836447135922,"sd":0.10602543315073523,"within10":0.3888888888888889,"within20":1.0},{"material":"42CrMo4_QT","method":"EK","n":18,"mean":0.11608799939037688,"sd":0.12394103223258056,"within10":0.5,"within20":0.5555555555555556},{"material":"42CrMo4_QT","method":"SWTD","n":18,"mean":0.31446335833576045,"sd":0.09991802701752432,"within10":0.0,"within20":0.05555555555555555},{"material":"AISI316L","method":"FIN","n":21,"mean":-0.03163974563561247,"sd":0.10163304852260259,"within10":0.5714285714285714,"within20":1.0},{"material":"AISI316L","method":"SWT","n":28,"mean":-0.08106125189794143,"sd":0.2775600321137853,"within10":0.07142857142857142,"within20":0.6071428571428571},{"material":"AISI316L","method":"NINIC","n":28,"mean":-0.008210260320870386,"sd":0.08629812089700589,"within10":0.7142857142857143,"within20":1.0},{"material":"AISI316L","method":"MWCM","n":28,"mean":-0.10133777337004125,"sd":0.09124036490760587,"within10":0.4642857142857143,"within20":0.9642857142857143},{"material":"AISI316L","method":"LI","n":21,"mean":0.10892045944794605,"sd":0.08260973497602965,"within10":0.38095238095238093,"within20":0.8571428571428571},{"material":"AISI316L","method":"MATAKE","n":28,"mean":-0.05033193035294477,"sd":0.12325626695884533,"within10":0.35714285714285715,"within20":0.9642857142857143},{"material":"AISI316L","method":"MDC","n":21,"mean":-0.09828009991576134,"sd":0.14554321882649937,"within10":0.14285714285714285,"within20":0.8571428571428571},{"material":"AISI316L","method":"MGSE_ZHU","n":21,"mean":0.09383513542609774,"sd":0.10081411715526488,"within10":0.3333333333333333,"within20":0.8571428571428571},{"material":"AISI316L","method":"MMCCM","n":7,"mean":0.2134714196101478,"sd":0.22982798727038148,"within10":0.42857142857142855,"within20":0.5714285714285714},{"material":"AISI316L","method":"MSWT","n":21,"mean":0.024315760091934195,"sd":0.07662014711430343,"within10":0.6666666666666666,"within20":1.0},{"material":"AISI316L","method":"DANGVAN","n":28,"mean":-0.1060155177236602,"sd":0.09281431364253358,"within10":0.32142857142857145,"within20":0.9285714285714286},{"material":"AISI316L","method":"MKBM","n":28,"mean":-0.08615316771812502,"sd":0.16745537262879542,"within10":0.25,"within20":0.6785714285714286},{"material":"AISI316L","method":"VSE","n":28,"mean":-0.2192342240487532,"sd":0.19071580709443242,"within10":0.2857142857142857,"within20":0.6428571428571429},{"material":"AISI316L","method":"MCD","n":28,"mean":-0.03519638359577392,"sd":0.08863953067542107,"within10":0.6428571428571429,"within20":1.0},{"material":"AISI316L","method":"MWHS","n":32,"mean":0.23747359747503563,"sd":0.07496652203027125,"within10":0.03125,"within20":0.25},{"material":"AISI316L","method":"FS","n":21,"mean":-0.10887825724059604,"sd":0.050709433784971565,"within10":0.47619047619047616,"within20":0.9523809523809523},{"material":"AISI316L","method":"LIU2021","n":28,"mean":-0.05528201669283992,"sd":0.055171356996438436,"within10":0.8571428571428571,"within20":1.0},{"material":"AISI316L","method":"GSE","n":28,"mean":0.0637883804134133,"sd":0.1420148436025865,"within10":0.10714285714285714,"within20":0.8571428571428571},{"material":"AISI316L","method":"MGSE_YU","n":28,"mean":0.06378838041341342,"sd":0.1420148436025865,"within10":0.10714285714285714,"within20":0.8571428571428571},{"material":"AISI316L","method":"GSA","n":28,"mean":0.08806308238826145,"sd":0.09319207088257275,"within10":0.35714285714285715,"within20":0.8928571428571429},{"material":"AISI316L","method":"LIU2025","n":28,"mean":-0.025273454597316593,"sd":0.057956539912336874,"within10":0.8571428571428571,"within20":1.0},{"material":"AISI316L","method":"MMMH","n":28,"mean":-0.015479995439727851,"sd":0.08348488792805255,"within10":0.75,"within20":0.9642857142857143},{"material":"AISI316L","method":"VHN","n":28,"mean":-0.12885546325990238,"sd":0.17939410345043835,"within10":0.4642857142857143,"within20":0.5357142857142857},{"material":"AISI316L","method":"GAM","n":28,"mean":-0.1975457532026051,"sd":0.3336157213489487,"within10":0.25,"within20":0.2857142857142857},{"material":"AISI316L","method":"COIN","n":28,"mean":-0.03984511502293061,"sd":0.1733791381292462,"within10":0.2857142857142857,"within20":0.7142857142857143},{"material":"AISI316L","method":"CROSSLAND","n":28,"mean":-0.18423746533941462,"sd":0.15402925577403642,"within10":0.2857142857142857,"within20":0.5},{"material":"AISI316L","method":"PBP","n":28,"mean":-0.09562021855596023,"sd":0.21172875309528286,"within10":0.2857142857142857,"within20":0.35714285714285715},{"material":"AISI316L","method":"SINES","n":28,"mean":0.04487398116458797,"sd":0.16284555855961694,"within10":0.2857142857142857,"within20":0.6071428571428571},{"material":"AISI316L","method":"OTT","n":28,"mean":-0.015479995439726944,"sd":0.08348488792805263,"within10":0.75,"within20":0.9642857142857143},{"material":"AISI316L","method":"CAIM","n":28,"mean":0.004774199672658371,"sd":0.057666412960816274,"within10":0.9285714285714286,"within20":1.0},{"material":"AISI316L","method":"BP","n":28,"mean":0.04246050070171337,"sd":0.05780006132453499,"within10":0.7857142857142857,"within20":1.0},{"material":"AISI316L","method":"PCR","n":28,"mean":-0.10901176173303273,"sd":0.09944206617506068,"within10":0.4642857142857143,"within20":0.8928571428571429},{"material":"AISI316L","method":"MOREL","n":28,"mean":-0.04168126650604011,"sd":0.11768414703120698,"within10":0.4642857142857143,"within20":0.9642857142857143},{"material":"AISI316L","method":"PI","n":28,"mean":-0.19342443421399122,"sd":0.21552430072575143,"within10":0.42857142857142855,"within20":0.5},{"material":"AISI316L","method":"PAPADOPOULOS","n":28,"mean":-0.05156577490884588,"sd":0.12088287691200476,"within10":0.35714285714285715,"within20":0.9642857142857143},{"material":"AISI316L","method":"EK","n":28,"mean":-0.08124630004424553,"sd":0.10832494865300052,"within10":0.5,"within20":0.8928571428571429},{"material":"AISI316L","method":"SWTD","n":28,"mean":-0.01249050792933681,"sd":0.17919821307665673,"within10":0.07142857142857142,"within20":0.7142857142857143},{"material":"42CrMo4_Reis","method":"FIN","n":14,"mean":0.20939683396288622,"sd":0.05313331413528265,"within10":0.0,"within20":0.35714285714285715},{"material":"42CrMo4_Reis","method":"SWT","n":19,"mean":0.021449905926617375,"sd":0.12781642799717072,"within10":0.47368421052631576,"within20":0.9473684210526315},{"material":"42CrMo4_Reis","method":"LI","n":14,"mean":0.3378793799865129,"sd":0.2792607303546371,"within10":0.2857142857142857,"within20":0.5714285714285714},{"material":"42CrMo4_Reis","method":"MDC","n":14,"mean":0.1277276865574777,"sd":0.06855661734343625,"within10":0.5,"within20":0.7142857142857143},{"material":"42CrMo4_Reis","method":"MGSE_ZHU","n":14,"mean":0.1463976725407898,"sd":0.04123233585178514,"within10":0.07142857142857142,"within20":0.8571428571428571},{"material":"42CrMo4_Reis","method":"MMCCM","n":8,"mean":-0.05942771910491729,"sd":0.12092017675963194,"within10":0.75,"within20":0.875},{"material":"42CrMo4_Reis","method":"MSWT","n":14,"mean":0.1650727419392926,"sd":0.04233932425194469,"within10":0.0,"within20":0.7142857142857143},{"material":"42CrMo4_Reis","method":"MKBM","n":19,"mean":0.26647777571614945,"sd":0.13566754970961037,"within10":0.05263157894736842,"within20":0.3157894736842105},{"material":"42CrMo4_Reis","method":"VSE","n":19,"mean":0.07828902737979761,"sd":0.12887142528748644,"within10":0.21052631578947367,"within20":0.8947368421052632},{"material":"42CrMo4_Reis","method":"MWHS","n":20,"mean":-0.0049703216739241125,"sd":0.13402959701731773,"within10":0.45,"within20":0.95},{"material":"42CrMo4_Reis","method":"FS","n":14,"mean":0.23214539336583687,"sd":0.047985397375786595,"within10":0.0,"within20":0.14285714285714285},{"material":"42CrMo4_Reis","method":"LIU2021","n":19,"mean":0.28232532737105487,"sd":0.057197324127565494,"within10":0.0,"within20":0.0},{"material":"42CrMo4_Reis","method":"GSE","n":19,"mean":0.22461133086703775,"sd":0.052267140018833154,"within10":0.0,"within20":0.2631578947368421},{"material":"42CrMo4_Reis","method":"MGSE_YU","n":19,"mean":0.2246113308670379,"sd":0.05226714001883305,"within10":0.0,"within20":0.2631578947368421},{"material":"42CrMo4_Reis","method":"GSA","n":19,"mean":0.2803765875036045,"sd":0.056839725400260895,"within10":0.0,"within20":0.0},{"material":"42CrMo4_Reis","method":"LIU2025","n":19,"mean":0.27549500144946104,"sd":0.05516924268003512,"within10":0.0,"within20":0.0},{"material":"42CrMo4_Reis","method":"EK","n":19,"mean":0.11875779827992243,"sd":0.11847867777718242,"within10":0.3684210526315789,"within20":0.5263157894736842},{"material":"42CrMo4_Reis","method":"SWTD","n":19,"mean":0.12263828689174394,"sd":0.12321501771699418,"within10":0.3684210526315789,"within20":0.47368421052631576},{"material":"Ti6Al4V","method":"SWT","n":4,"mean":0.09692648205963177,"sd":0.06128709965016082,"within10":0.5,"within20":1.0},{"material":"Ti6Al4V","method":"NINIC","n":4,"mean":0.2903730366877558,"sd":0.06128709965016063,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"MWCM","n":4,"mean":0.2893654888908741,"sd":0.0612870996501607,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"MATAKE","n":4,"mean":0.2893654888908703,"sd":0.06128709965016049,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"DANGVAN","n":4,"mean":0.28936548889087377,"sd":0.06128709965016071,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"MKBM","n":4,"mean":0.3626065212729055,"sd":0.061197063010671085,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"VSE","n":4,"mean":0.09692648205963122,"sd":0.061287099650161124,"within10":0.5,"within20":1.0},{"material":"Ti6Al4V","method":"MCD","n":4,"mean":0.47546350061272025,"sd":0.06128709965016079,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"MWHS","n":6,"mean":-0.4144287998726069,"sd":0.027684474557155343,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"LIU2021","n":4,"mean":0.5747076696006194,"sd":0.061157700581835936,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"GSE","n":4,"mean":0.43492026219819047,"sd":0.061287099650160735,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"MGSE_YU","n":4,"mean":0.4349202621981906,"sd":0.06128709965016084,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"GSA","n":4,"mean":0.5575185318512864,"sd":0.061287099650159986,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"LIU2025","n":4,"mean":0.5150504926687693,"sd":0.06128710013594784,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"MMMH","n":4,"mean":0.2893654888908741,"sd":0.06128709965016063,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"VHN","n":4,"mean":0.274611192307433,"sd":0.06161180524618808,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"GAM","n":4,"mean":0.289365488890874,"sd":0.06128709965016058,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"COIN","n":4,"mean":0.2893654888908741,"sd":0.06128709965016063,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"CROSSLAND","n":4,"mean":0.2893654888908741,"sd":0.06128709965016063,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"PBP","n":4,"mean":0.2893654888908741,"sd":0.06128709965016063,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"SINES","n":4,"mean":0.5150504941599412,"sd":0.06128709965016073,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"OTT","n":4,"mean":0.5014832155474226,"sd":0.061287099650160555,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"CAIM","n":4,"mean":0.2893654888908741,"sd":0.06128709965016063,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"BP","n":4,"mean":0.28936548889087405,"sd":0.061287099650160576,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"PCR","n":4,"mean":0.26825924919526356,"sd":0.06175472263278068,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"PI","n":4,"mean":0.4520507386164001,"sd":0.06137681634155843,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"PAPADOPOULOS","n":4,"mean":0.2893654888908739,"sd":0.06128709965016071,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"RFB","n":4,"mean":0.28924565576758565,"sd":0.061287099650160756,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"EK","n":4,"mean":0.383868361926195,"sd":0.06128709965016089,"within10":0.0,"within20":0.0},{"material":"Ti6Al4V","method":"SWTD","n":4,"mean":0.3712094579340504,"sd":0.06128709965016073,"within10":0.0,"within20":0.0}]}