“…In accordance with the experimental results obtained in [14], the range of carbon concentration from 0.85 to 1.05% corresponds to that of the highest computed values of the bending fatigue limit.…”
Section: Computational Evaluation Of Cyclic Strength Of Carburized Gesupporting
confidence: 90%
“…The values of the fatigue limit in the diffusion layer after carburizing by regimes 1 and 2 computed with the help of these results by formula (1) also differed substantially from the experimental results of [14] (see Table 1). The fatigue value computed by this method after carburizing by regime 2 exceeded the corresponding experimental value by about a factor of 1.5, which is absolutely unsatisfactory.…”
Section: Resultsmentioning
confidence: 62%
“…It should be noted that the model is not applicable to computing the fatigue value in oxidizing gas atmospheres, because the decarburization developed in this case is accompanied by precipitation of acicular oxide particles characterized by much higher stress concentration factors than those of carbides and hence by considerably lower values of the fatigue limit as compared to those computed by the model suggested [14]. Notations: t a is the duration of the active stage; t p is the duration of the passive stage; C C is the carbon concentration on the surface; h eff is the effective thickness of the layer; s -1(bend) is the bending fatigue limit.…”
Section: Resultsmentioning
confidence: 95%
“…This value cannot be underestimated, because it follows from an elementary computation by formula (5) that at a 20% volume fraction of cementite the integral coefficient of stress concentration K k = 0.88. After the amendment performed for checking the adequacy of the model developed, we computed the bending fatigue limit for two symmetrical regimes of vacuum carburizing, the experimental values of s -1 for which had been obtained in [14]. A preliminary computation of the parameters of the diffusion layer required for computing the fatigue limit by formula (4) was made by the method of [6,7].…”
Section: Methods For Computing Fatigue Limitmentioning
An advanced model for computing the fatigue bending strength of gears fabricated from a complexly alloyed heat-resistant steel 16Kh3NVFMB-Sh (VKS-5) subjected to vacuum carburizing in acetylene is suggested. The model matches experimental data satisfactorily and has been used to develop a mode for vacuum carburizing of gears from the heat-resistant steel to provide a high fatigue resistance.
“…In accordance with the experimental results obtained in [14], the range of carbon concentration from 0.85 to 1.05% corresponds to that of the highest computed values of the bending fatigue limit.…”
Section: Computational Evaluation Of Cyclic Strength Of Carburized Gesupporting
confidence: 90%
“…The values of the fatigue limit in the diffusion layer after carburizing by regimes 1 and 2 computed with the help of these results by formula (1) also differed substantially from the experimental results of [14] (see Table 1). The fatigue value computed by this method after carburizing by regime 2 exceeded the corresponding experimental value by about a factor of 1.5, which is absolutely unsatisfactory.…”
Section: Resultsmentioning
confidence: 62%
“…It should be noted that the model is not applicable to computing the fatigue value in oxidizing gas atmospheres, because the decarburization developed in this case is accompanied by precipitation of acicular oxide particles characterized by much higher stress concentration factors than those of carbides and hence by considerably lower values of the fatigue limit as compared to those computed by the model suggested [14]. Notations: t a is the duration of the active stage; t p is the duration of the passive stage; C C is the carbon concentration on the surface; h eff is the effective thickness of the layer; s -1(bend) is the bending fatigue limit.…”
Section: Resultsmentioning
confidence: 95%
“…This value cannot be underestimated, because it follows from an elementary computation by formula (5) that at a 20% volume fraction of cementite the integral coefficient of stress concentration K k = 0.88. After the amendment performed for checking the adequacy of the model developed, we computed the bending fatigue limit for two symmetrical regimes of vacuum carburizing, the experimental values of s -1 for which had been obtained in [14]. A preliminary computation of the parameters of the diffusion layer required for computing the fatigue limit by formula (4) was made by the method of [6,7].…”
Section: Methods For Computing Fatigue Limitmentioning
An advanced model for computing the fatigue bending strength of gears fabricated from a complexly alloyed heat-resistant steel 16Kh3NVFMB-Sh (VKS-5) subjected to vacuum carburizing in acetylene is suggested. The model matches experimental data satisfactorily and has been used to develop a mode for vacuum carburizing of gears from the heat-resistant steel to provide a high fatigue resistance.
“…/ Magnetic evaluation of the structural and phase changes in individual layers of multilayer products глубине от 0,5 до 1,2 мм с твердостью от 500 до 250 HV и градиентной структурой, переходя-щей от сорбита с прослойками избыточного цементита и включениями остаточного аустенита к феррито-перлитной сердцевине. Пониженная твердость поверхностного слоя глубиной до 0,1 мм объясняется обезуглероживанием и окислением тонкого поверхностного слоя при газо-вой цементации [14]. Внутреннее окисление считается неустранимым дефектом, но вследствие проникновения на небольшую глубину он может быть удален при шлифовке [15].…”
Magnetic hysteresis loop distortion occurring during the magnetization reversal of multilayer ferromagnets can be used to evaluate the structural changes and phase transformations in composite product layers with different properties. For practical application, it is proposed either to record the differential magnetic permeability of each layer or to measure the electromotive force in the coil encompassing a product under magnetization reversal by linear alternating current.