A Model for Shear Degradation of Lithium Soap Grease at Ambient Temperature

ABSTRACT

In this article, the shear degradation of lithium 12-hydroxy stearate grease will be measured using an in-house-developed Couette aging machine. In this device the shear rate is well defined. The aging is related to the generated entropy density as described in Rezasoltani and Khonsari's work (Tribology Letters, Vol. 56, No. 2, pp. 197–204, 2014). The rheological properties of the aged samples were evaluated using a parallel-plate rheometer. The results showed that there are two aging phases with different degradation rates: a progressive degradation phase at the early stage, followed by a rather slow deterioration afterwards. Based on this observation, an aging equation was formulated to describe the aging behavior of lithium-thickened grease. Atomic force microscopy results of the fresh and aged greases showed that the variation in thickener microstructure provides a good explanation for the lithium grease degradation mechanism: under shear, the original fibrous network is progressively destroyed and becomes fragmented, leading to the loss of consistency and a change in the rheological properties.

KEYWORDS:

• Grease degradation
• rheology
• microstructure

Nomenclature

	=	Average load per stroke inside the grease worker ()
	=	Frequency for the oscillatory test ()
	=	Storage modulus ()
	=	Loss modulus ()
	=	Gap height of the aging machine ()
	=	Coefficient of degradation
	=	Average thickener fiber length ()
	=	Piston displacement for one full stroke of the grease worker ()
	=	Degradation exponent
	=	Goodness of fit
	=	Surface roughness of the measuring plates (centre line average, )
	=	Radius of the rotating bob ()
	=	Radius of the stable housing case ()
	=	Generated entropy per unit volume during aging ()
	=	Entropy generation rate per unit volume during aging ()
	=	Generated entropy per unit volume inside the grease worker ()
	=	Generated entropy per unit volume during preshear ()
	=	Ambient temperature of the grease worker ()
	=	Temperature during preshear ()
	=	Grease volume inside the Couette aging rig ()
	=	Grease volume inside the grease worker ()
	=	Work applied inside the grease worker ()
	=	Second stage rheological value after infinitely long aging
	=	Initial rheological value for fresh grease
	=	Aging shear rate ()
	=	Shear rate for preshear ()
	=	Cone penetration depth ()
	=	Zero shear rate viscosity ()
	=	Grease viscosity after infinitely long aging ()
	=	Base oil viscosity (
	=	Initial zero shear viscosity for fresh grease (
	=	Grease viscosity at the aging shear rate ()
	=	Shear stress within the aging gap ()
	=	Crossover stress ()
	=	Shear stress during preshear ()
	=	Yield stress obtained from the Herschel-Bulkley model ()
	=	Yield stress obtained from the oscillatory strain sweep test ()
	=	Thickener volume fraction
	=	Rotational speed of the aging machine ()

Introduction

Grease is a widely applied lubricant mostly used in rolling bearings. It is a multiphase system consisting of three parts: thickener (3–30%), base oil (70–90%), and additives (Lugt (1)). As a semisolid material, grease has a high consistency, which prevents leakage and creates a reservoir of lubricant inside the bearing. However, when subjected to the severe conditions within a rolling bearing, grease will undergo high shear, possibly causing deterioration. The degradation of this grease is usually reflected by the loss of its original consistency (softening), possibly yielding leakage from the bearing and, hence, starvation. It may also lead to continuous churning and high temperature. Both cases result in a reduced life of the bearing (Lugt (1)). It is therefore valuable to investigate the mechanism of grease degradation and to develop predictive models for this.

Generally, the degradation of grease is classified as chemical or mechanical aging. This article focuses on the mechanical aging of lithium 12-hydroxystearate–thickened grease. This type of grease takes the major share of the worldwide industrial grease market and is widely applied in rolling bearings due to its wide temperature applicability, relatively good mechanical stability, water-resistant properties, and low cost (Lugt (1)).

The most straightforward way to study grease aging is to obtain data from field tests directly, where the grease is worked in a real bearing (Salomonsson, et al. (2)). Such field practice requires a long timescale study. For example, in the work of Lundberg and Höglund (3), aged samples were collected from the wheel bearings of railway wagons after years of service. Another drawback of this method is the fact that it is practically impossible to estimate the exact aging conditions—that is, the shear stress/rate, temperature, and time—to which the sample was subjected during operation.

Currently, there are two standards for measuring grease degradation. One is the mechanical stability test where normal load and shear are applied; this is considered particularly meaningful in the situation where the bearing is subjected to vibrations and where the grease is continuously thrown back into the tracks. A typical mechanical stability test is the roll stability test (ASTM D 1831), where grease is sheared between a heavy roller (with a lead core) and a hollow rotating cylinder at an elevated temperature (generally 80°C). It was found that this test can be used to simulate the practical working conditions in automobile wheel bearings (Bondi, et al. (4); Moore and Cravath (5)), and rolling bearings in railway wagons (Lundberg (6); Lundberg and Berg (7)). The other test is the shear stability test, where only shear is applied. This is considered important for bearings running under relatively stable working conditions. When subjected to continuous shear, it is observed that shear degradation of the grease results in the release of oil and thus provides lubricant replenishment (Mérieux, et al. (8); Cann, et al. (9)). In the “grease worker” (ASTM D 217), which consists of a closed cylinder and a piston plate with a number of holes, the grease is sheared through the holes during a well-defined number of strokes (usually 10,000 or 100,000 strokes).

The drawback of the two ASTM aging methods mentioned above is that the applied shear condition is not well defined, which makes it difficult to use these methods for the development of predictive aging models. To measure aging as a function of shear and time, a modified Couette rheometer was used in the shear measurements of grease by Paszkowski (10). Rezasoltani and Khonsari (11) made use of a parallel-plate rheometer for the long-term shear tests of lithium-thickened grease. Aging in a rheometer provides a controlled aging process, where the rheology can directly be measured as a function of time. However, the disadvantage of a parallel-plate configuration is that the shear field within the gap is not uniform, resulting in an inhomogeneous aging condition. In addition, in the current rheological study, leakage was observed in the parallel-plate geometry due to the centrifugal forces and in the open Couette configuration due to the Weissenberg effect (Schramm (12)). Hence, at some point during aging, the measurement will become inaccurate. Therefore, more robust test rigs are required.

Rezasoltani and Khonsari (11) discovered a linear relationship between the energy input and the grease properties during grease aging tests using a parallel-plate rheometer. They mentioned that this “linear correlation remains valid regardless of the applied shear rate or the grease temperature” (p. 200). This was verified using a journal bearing mounted between two rolling bearings to provide a uniform film along the circumference of the journal bearing (hence the journal bearing was not loaded) and a modified grease worker. The experimental data of the journal bearing test rig showed a slight deviation from the linear relation obtained from the rheological measurements at the end of their experiments, which was ascribed to grease separation from the journal and a slippage effect during the tests.

The aim of the current study is twofold: the first objective is to follow up on the work of Rezasoltani and Khonsari (11). The influence of grease mechanical degradation on its shear stability will be evaluated under similar aging conditions using lithium-thickened grease samples but with an increased aging period, hence increasing the total amount of entropy generated. The second goal is to study the underlying mechanism responsible for the aging of lithium grease.

To achieve the first task, fresh greases will be sheared in an in-house-made Couette aging machine at specific shear rates for a set period of time. Then the grease is sampled and its rheological properties are measured. Though lubricating grease can be considered chemically stable at low temperatures (Ito, et al. (13), Fourier transform infrared spectroscopy (FTIR) measurements will be performed for the fresh and aged samples to confirm this. The physical processes occurring during mechanical degradation will be studied by measuring the change in the microstructure of the aged samples using atomic force microscopy (AFM).

Materials and method

Two commercial lithium-thickened greases, Li/M and Li/SS, were used. Information on their composition is presented in Table 1 (Cyriac, et al. (14)).

Table 1. Composition and properties of the greases studied.

Grease	NLGI	Thickener	Volume fraction of the thickener	Shape and average size of thickener	Base oil	Base oil viscosity at
Li/M	3	Lithium 12-hydroxy stearate	14%	Twisted fiber	Mineral oil
Li/SS	2	Lithium 12-hydroxy stearate	16%	Twisted fiber	Semi-synthetic

Aging tests

Test rig

In the current study, the grease has been aged by means of applying specific shear rates for a set period, similar to what is done in a grease worker. However, the shear rate is now well defined. Normal load (or hydrostatic pressure) will not be applied at first (so only the shear stability of the grease will be studied). The grease should be aged in a closed system, where leakage is avoided. Another requirement for the new test rig is that a sufficient amount of aged grease can be collected for subsequent rheological tests.

The new test rig (called a Couette aging test rig) is shown in Figure 1. The basic concept is analogous to a cylindrical viscometer: the grease is to be sheared between a stationary housing case and a rotating bob, which is driven by a motor and a belt transmission. The shear rate exerted over the grease can thus be calculated based on the input rotational speed and the geometry of the aging head. The temperature during the aging procedure is captured by the thermocouple at the end of the aging head. To prevent grease leakage due to the Weissenberg effect, a lip seal is mounted on top of the aging gap. The rig was designed for a grease sample volume of for each aging test (where , leaving a 2-mm gap between the rotating bob and the housing case).

Figure 1. Couette aging test rig.

Aging condition

The aging rotational speeds are selected such that the imposed shear rates are similar to those applied on the aging tests performed by Rezasoltani and Khonsari (11). The input rotational speeds, corresponding shear rates, and aging periods are listed in Table 2.

Table 2. Aging condition for Li/M and Li/SS.

Rotational speed (rpm)	Shear rate ()	Aging time (h)
83	174	5	25	50	100	200
125	261	5	25	50	100	200
166	348	5	25	50	100	200

Sampling

The lip seal (see Figure 1) generates a moderate amount of frictional heat, leading to a temperature gradient in the vertical direction. Together with possible thickener–oil separation due to shear, the thickener of the aged grease might no longer be evenly distributed inside the aging gap. The aged samples were therefore mixed for 500 strokes in an in-house-made grease worker before the rheological measurements were performed.

Rheological measurements

Rheological measurements were performed for the fresh and aged grease samples using an MCR 501 Anton-Paar rheometer with parallel plate configuration. The viscosity was measured by steady-state flow curve measurements. In addition, oscillatory strain sweep measurements were performed to measure the grease's viscoelastic properties.

Preparation

There are three major concerns during rheological measurements: wall slip, loading history, and edge effects. To reduce the influence of wall slip, measuring plates with rough surfaces are recommended (Czarny (15); Paskowski (16)). Therefore, the plates were roughened by sand-blasting (top plate: ; bottom plate: ). To minimize the initial deviation induced by the placing and loading procedure, the grease samples were first deposited on the bottom plate and the top plate descended at a controlled speed until the measure position was reached, leaving a 1-mm measuring gap. Thereafter, preshear following a DIN standard (Deutsches Institut für Normung (17)) was applied (preshear at for at ). Subsequently, the accumulated grease at the plate periphery was carefully removed with a spatula. The loading and pre-shear procedure is illustrated in Figure 2.

Figure 2. Loading and preshear procedure.

As a thixotropic material, regeneration of the thickener microstructure occurs after shearing the grease (Paszkowski (16); Paszkowski, et al. (18)). Therefore, before data collection, sheared grease is left to rest for a sufficient relaxation time. This duration will depend on the grease microstructure, thickener concentration, preshear condition, etc., and can be determined by a time sweep measurement.

Here, the time dependency of the shear modulus was recorded while imposing an oscillatory shear well within the linear viscoelastic regime (the applied shear is sufficiently small to not disrupt the grease properties). The detailed procedure is as follows: after preshear, a 2-h oscillatory test was applied at a constant shear stress of , oscillation frequency , and temperature . Both Li/M and Li/SS show a similar trend: the highest recovery of G′ takes place during the first hour of relaxation and the value levels out afterwards, which is in agreement with the literature (Paszkowski, et al. (18)).

As a consequence, a relaxation time of 60 min was applied prior to the tests. The application of pre-shear and sufficient relaxation guarantees that the deviation in the following rheological results can be controlled within a spread, which satisfies the requirements for grease rheological measurement specified in DIN 51810-2 (Deutsches Institut für Normung (17)).

Flow curve and oscillatory strain sweep measurement

Once the sample was prepared following the procedure described above, rheological tests were conducted. The flow curve measurement was performed at , with the shear rate increasing from up to . The oscillatory strain sweep measurement was performed at , at a frequency of 1 Hz, with the shear strain sweeping from to . Each type of measurement was repeated at least twice. The repeatability of both flow curve and oscillatory strain sweep measurements was calculated based on the deviation from the average value of the duplicated test results; see Table 3.

Table 3. Repeatability of the rheological measurements.

Deviation	Flow curve measurement	Oscillatory strain sweep
Li/M	of the mean	of the mean
Li/SS	of the mean	of the mean

Data process

Rheological output

Two representative results for both flow curve and oscillatory strain sweep measurements are presented in Figure 3. As shown in Figure 3a, the flow curve measurement shows shear thinning of grease under continuously increasing shear. A zero-shear viscosity was obtained using the Cross model fit (Cross (19). In Figure 3b, the storage modulus G′, loss modulus G″, and crossover stress are obtained from the plot directly and the yield stress was calculated using the method described by Cyriac, et al. (20).

Figure 3. Typical rheological output obtained from an aged sample: (a) flow curve test and (b) oscillatory strain sweep test.

Entropy generation calculation

The entropy generated per unit volume during aging () will be calculated based on the estimated frictional energy generated by the grease and recorded temperature during the aging process following the approach proposed by Rezasoltani and Khonsari (11).

If chemical reactions are neglected, the mechanical degradation of grease is such a slow process that “the major portions of the system are in homogeneous states that change slowly enough with time” (Rezasoltani and Khonsari (21), p. 3). In this case, the entropy generated is equal to the accumulated energy divided by the aging temperature, which is produced through the absorption of heat (Tolman and Fine (22)).

The recorded temperature showed that during aging, the variation in aging temperature was smaller than and the change in the system's internal energy was negligible compared to the energy accumulated during aging. Therefore, the accumulated energy is equal to the work exerted on the grease; that is, the integration of the grease frictional torque and the rotational speed over the aging time (Rezasoltani and Khonsari (21). The entropy generated per unit volume can thus be expressed as[1]

Here, is the input rotational speed, is the aging time, and is the grease volume inside the Couette aging rig. In the current rig, the torque generated by the grease cannot be recorded directly and is calculated using the shear stress acting over the area at a distance from the central axis (Godec, et al. (23):[2]

Here, is the applied shear rate presented in Table 2 and is the grease's apparent viscosity at the aging shear rate. The geometrical notations in Eq. [2[2] ] are shown in Figure 1. During the aging process, the grease's apparent viscosity is not constant. To obtain the viscosity at the aging shear rate (), grease samples were collected after each aging period. Flow curve measurements were performed on these samples, from which the was estimated from a Cross model fit. An example of this is displayed as the aging point in Figure 3a.

In this way, the torque during the aging process can be calculated periodically. As an illustration, Figure 4 shows an example of the torque distribution where Li/M was aged at 83 rpm for 200 h. The accumulated energy and the corresponding entropy generation density can be calculated by integrating the torque distribution over the aging period using Eq. [1[1] ].

Figure 4. Calculated torque distribution for LiM aged at 83 rpm for 200 h.

The work and entropy induced by the 500 strokes mixture within the grease worker was calculated based on Rezasoltani and Khonsari's (11) method: the entropy generated inside the grease worker is equal to the applied work divided by the ambient temperature , where is the product of the average load and the piston distance for one stroke multiplied by the number of strokes (500).

The average load for one stroke (both tension and compression) during the pre-shearing, recorded by a load cell mounted beneath the cylinder of the grease worker, was for fresh Li/M and for fresh Li/SS. The piston displacement for one full stroke was measured as . The volume of the grease sheared inside the cylinder was and the ambient temperature . The entropy generation per unit volume during the 500 strokes is thus calculated as[3]

For Li/M, ; and for Li/SS, .

In addition, the pre-shear procedure before the rheological measurement creates entropy. As specified in the Preparation section, the grease sample will be pre-sheared at for at . Based on the approach of Rezasoltani and Khonsari (11), the entropy generation density during the preshear procedure within the rheometer can be expressed as[4] where is the shear rate applied during preshear (), is the shear stress recorded during preshear, is time, and is the temperature during preshear (controlled at ).

For fresh Li/M, and for fresh Li/SS, .

The entropy generation density during the sample preparation—that is, , is at least 100 times smaller than that generated during the aging test and can therefore be neglected. For the following study, only the entropy density generated during the aging tests will be taken into account.

Aging mechanism investigation

The microstructure of the grease thickener is studied using atomic force microscopy (AFM) in dynamic tapping mode, which is widely applied on soft biological samples (Hoefnagels (24)) and greases (Sanchez, et al. (25); Paszkowski and Olsztyńska-Janus (26)). The advantage of AFM over conventional scanning electron microscopy and transmission electron microscopy is that the soap structure can be observed without the need to remove the oil (Hurley and Cann (27); Delgado, et al. (28)). In addition, the sample preparation is limited to smearing a small volume of grease on a flat glass plate.

Results and discussion

Verification of chemical reaction

The FTIR spectra (limited wave number range of 4000–650 ) of fresh and aged Li/M are presented in Figure 5. As an inhomogeneous material, grease thickener is not evenly distributed, resulting in the amplitude variation at zone 3500–3230 cm⁻¹ (-OH bond), ( asymmetric stretch), and (-CH deformation), which indicates the difference in thickener concentration. However, no extra peaks are found between the fresh and aged samples' spectra; therefore, based on the detection accuracy of the current FTIR device, chemical reactions are not observed during the aging tests. A similar result was found for Li/SS. This was to be expected, because the maximum value of the recorded temperature during aging was low for the lithium-thickened greases ( for Li/M and 48 for Li/SS). Hence, the entropy calculation approach from Rezasoltani and Khonsari (11) can be applied (Rezasoltani and Khonsari (21)).

Figure 5. FTIR spectra of fresh and aged Li/M.

Thermodynamic characterization of grease mechanical degradation

In this section, the results from aging grease in the Couette aging rig will be presented and compared to those found by Rezasoltani and Khonsari (11). As specified in the Methodology section, we used the same shear rates and the same definition of entropy as Rezasoltani and Khonsari (11). However, they used the net penetration value as a response parameter, a measure of the consistency of a grease sample. To compare the current rheological values to Rezasoltani and Khonsari's (11) results, a relationship between the penetration value and the yield stress was applied (Spiegel, et al. (29)):[5] where is the yield stress obtained from the flow curve data based on Herschel-Bulkley model (Spiegel, et al. (29), and is the cone penetration depth ( mm).

Rezasoltani and Khonsari (11) did not use the standard ASTM method to measure the penetration depth. However, it is assumed that they scale similarly. As listed in Table 2, 15 samples were prepared and examined for the effects of each type of grease on aging. The calculated penetration depth of Li/M against entropy generation density is presented in Figure 6b, together with the data rebuilt from the results of Rezasoltani and Khonsari (11) (Figure 6a).

Figure 6. Comparison of penetration values against entropy generation density during the aging process: (a) reproduced from Rezasoltani and Khonsari (11) and (b) results from the current study (Li/M).

In the present case (Figure 6b), a linear relationship can be observed in the early stage of aging process; that is, . After this, the degradation behavior changes. Again a linear behavior is observed but with a different slope. The results from Rezasoltani and Khonsari (11) also show a deviation from the linear fit at higher values of entropy density. However, this was less pronounced. The aging behavior shown in Figure 6b can be translated into a fast deterioration phase at the early stage and a slower deterioration phase afterwards.

Figure 7 and Figure 8 show the variation in the zero-shear viscosity with entropy generation per unit volume for Li/M and Li/SS, respectively, when subjected to three different shear rates. Again two phases can be seen: a progressive degradation in the first stage followed by a rather slow deterioration afterwards. This agrees with the penetration depth variation against entropy generation per unit volume illustrated in Figure 6. Similar trends were also found from the literature survey (Plint and Alliston-Greiner (30); Spiegel, et al. (31); Kuhn (32)).

Figure 7. Zero-shear viscosity variation versus entropy generation density for Li/M.

Figure 8. Zero-shear viscosity variation versus entropy generation density for Li/SS.

The viscosity versus entropy generation trend of lithium-thickened grease is similar to the viscosity versus shear rate (shear thinning) behavior of lubricating greases. At relatively low shear (or energy), the grease has an initial high viscosity (here indicated as ). However, when mechanical degradation starts, the sample begins to soften and after being subjected to a certain amount of entropy (), the viscosity levels out again with a weak degradation rate.

Therefore, the formula of the Cross equation (Cross (19)), which is used to describe shear thinning behavior, was borrowed to describe the relationship between the variation in zero-shear viscosity and the entropy generation density during aging:[6] where is the initial zero-shear viscosity for fresh samples, and is the viscosity for infinitely long shearing, which is calculated using Batchelor's equation, (Barnes, et al. (33); the base oil viscosity and the phase volume are tabulated in Table 1; is the generated entropy per unit volume during aging, is the coefficient of degradation, and is the exponent of degradation.

Equation [6[6] ] fits the data obtained from all three shear rates very well (); see Figure 7 and Figure 8. This model has also been applied to the other three selected rheological properties: storage modulus , crossover stress , and yield stress from the oscillatory test in the form of Eq. [7], called here the grease aging equation:[7] where represents the rheological properties, represents the initial rheological value for fresh grease, represents the second-stage value for the long time–aged sample, and and are the coefficient of degradation and the exponent of degradation, respectively.

Each grease will have its own aging master curve, or grease aging equation, with its specific parameters; see Table 4.

Table 4. Parameters for the grease aging equation.

					m
	Li/M				1.9	0.99
	Li/SS				0.89	0.99
	Li/M				2.2	0.99
	Li/SS				1.6	0.98
	Li/M				2.2	0.99
	Li/SS				1.2	0.99
	Li/M	70	3		1.1	0.91
	Li/SS	50	6		1.9	0.95

Grease aging mechanism

The generation of entropy demonstrates a dissipative process, which brings disorder to the system and, in this case, probably the collapse of the grease's microstructure. According to the literature, the consistency and rheological properties of fibrous structured greases are closely related to the geometry and distribution of the network structure formed by the fibers (Bondi, et al. (4); Moore and Cravath (5); Sanchez, et al. (25); Yoshiyuki, et al. (34)).

As shown in Figure 6b, there are two aging phases with different degradation rates. According to Bryant, et al. (35), the entropy generation rate is closely related to the system degradation rate. Here the system degradation rate is measured by the changes in rheological properties per unit of time (macroscopically) and the change in the thickener network (microscopically). The entropy generation rate per unit of volume can be expressed as[8]

The entropy generation rate per unit volume and the degradation rate of the zero-shear viscosity for Li/M during the aging tests are plotted against aging time in Figure 9. AFM measurements of the grease were taken at different points in time and are also shown in Figure 9. The cartoons are interpretations of the AFM pictures, which will help in the explanation of the results.

Figure 9. Aging of Li/M; cartoon and AFM results for different aging stages.

Figure 9 shows the entropy generation rate, rheology, and microstructure of Li/M during aging. Although only the degradation rate for zero-shear viscosity is shown, the plots for crossover stress, storage modulus, and yield stress are very similar. The thickener microstructure for fresh Li/M is visualized as a twisted fibrous network where the fibers are typically 0.1–0.2 μm wide and up to long. Initially the sample shows high consistency. When the mechanical degradation is initiated, energy is dissipated into the system (high ), disrupting the network crosslinks and aligning the fibers (as presented in the first two cartoon and AFM results). This results in a fast degradation in grease properties. This stage can be characterized by the coefficient of degradation (values of are listed in Table 4) and it ends when the fibrous network becomes fragmented (until 50 h, as shown in Figure 9).

After this fast degradation stage, the aged sample becomes a mixture of particle-like microfragments of thickener (with an average length of ) dispersed in the oil, and the deterioration process slows down (the degradation rate is approaching zero after 100 h of aging; see Figure 9). Such behavior suggests that once the fibrous structure is completely destroyed, the grease rheology will become stable. With the deceleration of the aging process, the entropy generation rate becomes smaller and remains constant.

However, the existence of microfragments (or ‘nano size thickener fibers’ termed by Yoshiyuki, et al. (34)) still gives the aged grease a higher consistency compared to that of the bled oil (see the second-stage values for the aged samples presented in Table 4). According to the R2F bearing tests performed by Cann, et al. (9), small volumes of viscous liquid were found in the cage pockets, which was assumed to lubricate the rolling track; infrared spectroscopy showed that this lubricant was a mixture of oil and thickener, and more viscous liquid was found along with the running. Such viscous liquid can be considered as the aged grease at the second stage, where it has both better flowability compared to the fresh grease (for lubricant replenishment) and higher viscosity compared to the base oil (for film construction).

Spiegel, et al. (31) described the fragmented thickener as spherical particles and modeled the second-stage mechanical aging using a Wöhler curve. Their theory suggests that when subjected to continuous shear, these spherical particles start rolling and the governing aging mechanism is fatigue. Considering the results shown in Figure 9, in the second stage, the thickener structure has become fragmented during the second phase and the grease ages at a slower rate compared to the first aging phase. Currently, the grease rheology during aging is assumed to end up at an infinite value as shown in Table 4 and Figure 7 and Figure 8. A similar aging mechanism is also observed for Li/SS. To confirm Spiegel et al.'s (31) theory, prolonged aging tests will be needed.

Conclusion

In this study, the mechanical shear degradation of lithium-thickened grease was evaluated using an in-house-developed aging rig and a commercial rheometer. It was found that this grease loses its original consistency during aging and shows a two-phase aging behavior. In the first phase, primarily reorientation and breakage of the thickener network take place, resulting in a progressive drop in the grease's rheological properties. After this, the aging is dominated by the breakage of smaller fiber fragments, and the grease degrades at a much slower rate (currently considered stable). A grease shear aging equation (Eq. [7[7] ]) was introduced to describe such two-phase behavior. By making use of the entropy concept, this equation is capable of covering the change in grease's rheological properties when aged at different shear rates. This aging behavior is closely related to the entropy generation rate and the change in the thickener network during the aging process: due to breakage of the thickener structure, grease degrades, and the aging rate is positively correlated to the entropy generation rate. According to Rezasoltani and Khonsari (11), the shear aging at various shear rates and temperatures can be described by a single (master) curve using the entropy concept. In the current study, the entropy concept was confirmed using aging at different shear rates. The current test rig does not make it possible to vary the aging temperature as well. It is therefore recommended to further study the impact of temperature on the shear aging behavior of grease.

Additional information

Funding

The authors thank SKF Engineering and Research Centre for the financial support of this work.