Origin Standard

SH/T 0048-1991 Determination of Apparent Viscosity of Lubricating Greases

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Card type: Test method

1. Method number / full name / English name / replacement relationship

2. Scope of application and non-applicability

3. Method principle

The ability of a liquid to resist mutual movement when flowing is called viscosity or internal friction. The viscosity of a lubricating grease at a certain temperature is a variable that changes with shear rate. This kind of viscosity of lubricating grease is called apparent viscosity, or apparent viscosity, with the unit Pa·s.

The automatic capillary viscometer used in this standard is a variable-flow pressure capillary viscometer. A spring acts on a push rod so that the sample in the sample tube is subjected to pressure and flows out from the capillary. As the spring relaxes, the pressure in the tube gradually decreases. Therefore, this variable-flow pressure capillary viscometer can obtain a series of apparent viscosity values at average shear rates in one test. The range of average shear rates can be selected according to the radius of the capillary.

The pressure in the sample tube is converted from the height of the recording pen connected to the spring (see Figure 3). According to the system pressure, capillary radius, and length, the shear stress suffered by the lubricating grease in the capillary can be calculated according to formula (2). The average shear rate of the lubricating grease flowing in the capillary is calculated according to formula (3). Since the flow rate of this viscometer is variable, under a certain capillary condition it depends on the descending speed of the push rod. This descending speed is not easy to measure directly. Using a recording drum rotating at a certain linear speed, the working curve is recorded. Any point on the curve represents the viscosity characteristic at a certain instant. The tangent of the angle between the tangent at that point and the horizontal line multiplied by the linear speed of the recording drum is the descending speed of the push rod. According to this principle, the average shear rate of the lubricating grease in the capillary at each instant can be calculated according to formula (5). Then, according to formula (1), the apparent viscosity of the lubricating grease at each instant can be calculated.

4. Reagents and materials (purity / preparation)

5. Instruments and equipment

6. Recommended operating conditions

7. Sampling and sample preparation

8. Analytical procedure

8.1 Preparation of the instrument

8.2 Test procedure

9. Qualitative and quantitative determination and calculation formulas

9.1 Calculation principle

The apparent viscosity value η of the sample is calculated according to formula (1): η = τ / D …………………………………… (1) Where: τ— shear stress suffered by the sample when passing through the capillary, Pa; D— average shear rate, s⁻¹.

The shear stress τ in formula (1) can be calculated according to formula (2): τ = P·R / (2L) = K₁·P ……………………… (2) Where: P— pressure in the sample tube, Pa; R— capillary radius; L— capillary length; for a given capillary, K₁ is a constant that can be calculated in advance. The pressure P can be found from the corresponding recording pen height in Table 1.

The average shear rate D of the sample at a certain instant can be calculated according to formula (3): D = 4Q / (πR³) ……………………………… (3) Where: Q— is the flow rate of the specimen at a certain instant, cm³/s; R— is the capillary radius, cm.

The flow rate Q in formula (3) can be calculated according to formula (4): Q = πR₁²·W·tgα …………………………… (4) Where: R₁ — radius of the push rod, cm; W— is the linear velocity of the recording drum, cm/s; α— is the angle between the tangent to the point representing a certain instant on the working curve and the horizontal line, (°).

Substituting formula (4) into formula (3) gives: D = 4R₁²/(R³)·W·tgα = K₂·tgα …………… (5) For different capillaries and different recording drum linear velocities, the corresponding K₂ values can be calculated in advance.

Substituting formula (2) and formula (5) into formula (1) gives: η = K₁·P / (K₂·tgα)

In general, only the similar viscosity at a specified temperature and specified average shear rate is often required. To improve the measurement accuracy, the angle α should be within the range of 25°~65°. According to the average shear rate required by the test, select a capillary of suitable diameter and a recording drum speed. In this way, use a protractor to draw a tangent to the working curve at the pre-calculated angle α. From the recorder pen height at the tangent point, use Table 1 and formula (2) to calculate the shear stress, which is the instantaneous shear stress value when the average shear rate reaches the test requirement. Using formula (1), the similar viscosity at the specified temperature and specified average shear rate can be obtained.

9.2 Example Illustration

Determine the similar viscosity of a certain grease at 25℃, and obtain the working curve (Figure 2). The capillary used has a radius of 0.0540cm and a length of 11.460cm. The similar viscosity value of this grease at an average shear rate of D=100s⁻¹ is required:

6.2.1 is found in Table 1. According to the capillary used, when D=100s⁻¹, it is found that at the third speed setting, 71.1° is more suitable. Draw a tangent to the working curve at an angle of 71.1° to the horizontal line, find the tangent point, and from the two working curves read the heights of this tangent point as: h₁=45.0mm, h₂=45.5mm (read from bottom to top).

6.2.2 From Figure 3, find the corresponding P values when h₁=45.0mm, h₂=45.5mm, which are respectively: P₁=123×10⁵Pa, P₂=125×10⁵Pa.

6.2.3 Because τ=K₁P (Pa), from Table 1 it can be seen that for the capillary used, K₁=2.36×10⁻³, so the τ values are respectively: τ₁=2.36×10⁻³×123×10⁵=2.90×10³Pa, τ₂=2.36×10⁻³×125×10⁵=2.95×10³Pa (can be found in the pre-calculated Table 2).

6.2.4 According to formula η=τ/D, respectively obtain: η₁ = 2.90×10³/100 = 29.0 Pa·s η₂ = 2.95×10³/100 = 29.5 Pa·s Therefore the average value is: η=29.2Pa·s

6.2.5 Using a similar method, the η value at any shear rate can be obtained. More than four points can be found, and a graph of the relationship between η and D can be drawn. From the graph, the similar viscosity value at any value of D can be found.

9.3 Table 1 Automatic Capillary Viscometer Relationship between D and α

Capillary number R, cm L, cm K₁ Speed setting 10 50 100 200 500 1000 3000 6000 10000 30000
1 0.1020 11.45 4.45×10⁻³ W₁ — — — 1.65 7.3 17.8 32.7 62.6 75.5 81.2
1 0.1020 11.45 4.45×10⁻³ W₂ — — — 0.094 6.4 29.4 48.5 66.1 80.0 84.9
1 0.1020 11.45 4.45×10⁻³ W₃ — — — 0.0054 — 63.0 84.2 87.1 88.5 —
3 0.0540 11.46 2.36×10⁻³ W₁ — — — 1.65 — — 16.0 29.8 43.6 70.7
3 0.0540 11.46 2.36×10⁻³ W₂ — — — 0.094 — — 9.5 18.5 39.9 59.2
3 0.0540 11.46 2.36×10⁻³ W₃ — — — 0.0054 — — 16.3 55.6 71.1 80.3
5 0.0214 11.42 9.40×10⁻⁴ W₁ — — — 1.65 — — 5.9 17.3 31.9 46.1
5 0.0214 11.42 9.40×10⁻⁴ W₂ — — — 0.094 — — 1.0 19.9 42.1 61.1
5 0.0214 11.42 9.40×10⁻⁴ W₃ — — — 0.0054 — — — — — —

Note: Some values in Table 1 are doubtful due to the presence of source-text extraction noise and require confirmation against the source standard (source-text extraction).

9.4 Table 2 Relationship between pressure in the specimen tube and recorder pen height and shear stress values for capillary No. 1, No. 3, No. 5 τ=K₁P

Recorder pen height h Pressure in specimen tube P, Pa Shear stress for capillary No. 1 τ₁, Pa Shear stress for capillary No. 3 τ₃, Pa Shear stress for capillary No. 5 τ₅, Pa
15.0 27×10⁵ 1.20×10³ 637 282
15.5 30×10⁵ 1.34×10³ 708 291
16.0 31×10⁵ 1.38×10³ 732 310
16.5 33×10⁵ 1.47×10³ 779 320
17.0 34×10⁵ 1.51×10³ 802 329
17.5 35×10⁵ 1.56×10³ 826 338
18.0 36×10⁵ 1.60×10³ 850 346
18.5 37×10⁵ 1.65×10³ 873 356
19.0 40×10⁵ 1.78×10³ 943 376
19.5 42×10⁵ 1.87×10³ 991 395
20.0 44×10⁵ 1.96×10³ 1.04×10³ 414
… … … … …
— 123×10⁵ 5.47×10³ 2.90×10³ 1.12×10³
— 125×10⁵ 5.56×10³ 2.95×10³ 1.18×10³
89.5 340×10⁵ 1.51×10⁴ 8.02×10³ 3.20×10³
90.0 345×10⁵ 1.54×10⁴ 8.14×10³ 3.24×10³
90.5 350×10⁵ 1.56×10⁴ 8.26×10³ 3.29×10³
91.0 355×10⁵ 1.58×10⁴ 8.38×10³ 3.34×10³
91.5 362×10⁵ 1.61×10⁴ 8.54×10³ 3.40×10³
92.0 367×10⁵ 1.63×10⁴ 8.66×10³ 3.45×10³
92.5 373×10⁵ 1.66×10⁴ 8.80×10³ 3.51×10³

Note: This table is based on formula (2) τ=R/(2L)·P=K₁P. For a given capillary, the value of coefficient K₁=R/(2L) is a constant and can be calculated in advance. In the formula, the pressure P value can be found from the graph 3 of the relationship between the pressure in the sample tube and the recorder pen height. For different capillaries, the corresponding τ value can be obtained. Some values in Table 2 are doubtful due to the presence of source-text extraction noise and require confirmation against the source standard (source-text extraction).

10. Precision

The difference between two repeated determination results shall not exceed 10% of their arithmetic mean (Section 7).

11. Report

Take the arithmetic mean of two repeated determination results as the determination result (Section 8).

12. Normative References

13. Source and verification

This page is an AI translation of the available Chinese method card. Human verification is pending. It is not an official translation of the standard. Check the source standard and product certificate before use.

14. Quick Reference Q&A

Question Key Answer
What does this standard apply to? It applies to the determination of lubricating greases.
What is the unit of apparent viscosity? Pa·s.
What samples cannot use this method? Samples containing granular mechanical impurities, to avoid clogging the capillary.
What is the minimum constant-temperature time? Not less than 20min.
What is used for constant temperature in low-temperature tests? Constant temperature in a container of industrial ethanol and dry ice, replacing the constant-temperature jacket.
How is the recorder drum speed adjusted? Maximum speed (position 1) → medium speed (position 2) → minimum speed (position 3).
What range should the α angle be in? 25°~65°.
What is the precision requirement? The difference between two repeated determination results shall not exceed 10% of their arithmetic mean.
What value is taken for the report? Take the arithmetic mean of two repeated determination results.
How is the capillary radius verified? By the mercury weighing method, weighed to an accuracy of 0.0001g, calculated according to formula (A1).
What is the spring performance verification period? At least once a year; if the spring system malfunctions, it must be re-verified after repair.
Which standard does this standard replace? Former Ministry of Petroleum Industry standard SY 2720-82.
Which standard is adopted by reference in this standard? Former Soviet Union national standard GOST 7163-63.
In what year was this standard first issued? 1965.
What are the approval and implementation dates of this standard? Approved on 1991-06-28, implemented on 1992-07-01.
Which unit proposed this standard? Proposed by the Research Institute of Petroleum Processing.
Which unit is responsible for the technical administration of this standard? Technical administration by the Research Institute of Petroleum Processing.
Which unit drafted this standard? Drafted by the Research Institute of Petroleum Processing.

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