Origin Standard

GB/T 18273-2000 Petroleum and liquid petroleum products — Direct static measurement of oil quantity in vertical tanks (HTG mass measurement method)

AI-translated method card — human verification pending. This is not an official translation of the standard. Unclear source values remain unverified; check the original standard and product certificate before use.

Card type: Test method

1. Method number / full title / English title / supersession relationship

2. Scope of application and non-applicability

3. Method principle

4. Reagents and materials (purity / preparation)

not provided in the available source.

5. Instruments and equipment

6. Recommended operating conditions

7. Sampling and sample preparation

not provided in the available source.

8. Analytical procedure

8.1 Installation

8.2 Commissioning

8.3 Maintenance

8.4 Safety

8.5 Appendix C Measurement Procedure (Height Measurement from HTG Reference Point to Tank Calibration Datum Point)

9. Qualitative and Quantitative and Calculation Formulas

9.1 Symbol Description (A2)

Symbol Meaning
A_E Average cross-sectional area of the tank
ρ Observed density of the product
ρₐ Ambient air density
ρₙ Vapor density in the tank
H Vertical distance between sensor P1 and P2
H₀ Vertical distance between the tank calibration datum point (datum plate) and the HTG reference point
Hₛ Vertical distance between the HTG reference point and sensor P1
Hₚ Vertical distance between sensor P3 and P1
L Liquid filling height
L_w Free water level
M Product mass
Mₐ Apparent mass of the product in air
M₀ Product root mass
Mᵢ Product head mass
V Liquid filling volume (corresponding to liquid filling height)
V₀ Product root volume
V_w Free water volume
W_R Floating roof (or floating pan) mass
Y₀ Total root volume
Yᵢ Product head volume

9.2 Density Calculation (A4)

Observed density ρ (calculated from pressure):

ρ = [(P1 − P2) / (g·H)] + ρₐ

Where:

Note 8: The observed density may be calculated from the manually entered standard density in accordance with GB/T 1885; the observed density may also be manually entered into the data processor.

9.3 Liquid Fill Height Calculation (A5)

Liquid fill height L:

L = [(P1 − P3) / (g·Hₚ)] − H₀ − Hₛ + [(ρₙ − ρₐ) / ρ]·Hₚ

(The original formula source-text extraction contains noise; the above is reconstructed from the symbol descriptions and context, requires confirmation against the source standard (source-text extraction))

Where:

Note 9: If ρₙ cannot be obtained, it may be assumed that ρₙ = ρₐ.

9.4 Calculation of the Average Cross-Sectional Area of the Tank (A6)

Average cross-sectional area of the tank:

A_E = (V − V₀) / (L + Hₛ + H₀)

(The original formula source-text extraction contains noise; the above is reconstructed from the symbol descriptions and context, requires confirmation against the source standard (source-text extraction))

Where:

The liquid fill volume and the total heel volume shall be calculated from the liquid fill height and the height of sensor P1 (H₀ + Hₛ) in accordance with GB/T 13235.1.

9.5 Head Mass Calculation (A7)

Product head mass:

Mᵢ = A_E·[(P1 − P3) / g] − ρₙ·A_E·(Hₛ + Hₚ) + ρₐ·A_E·(Hₛ + Hₚ)

(The original formula source-text extraction contains noise; the above is reconstructed from the symbol descriptions and context, requires confirmation against the source standard (source-text extraction))

Where:

Note 9: If ρₙ cannot be obtained, it may be assumed that ρₙ = ρₐ.

9.6 Heel Mass Calculation (A8)

Product heel volume:

V₀ = Y₀ − V_w

Where:

Product heel mass:

M₀ = V₀·ρ

Where:

The accuracy of the observed density of the heel product will be affected by liquid stratification (see B4).

9.7 Product Mass Calculation (A9)

Product mass:

M = Mᵢ + M₀ − W_R

Where:

For a fixed-roof tank without a floating pan, the method for calculating the product mass is the same as for a floating-roof tank, but the floating roof mass shall be zero.

When the floating roof enters the critical zone, the mass of the floating roof and its load is gradually borne by the floating roof legs. For the calculation method within and below the critical zone, see GB/T 13235.1.

9.8 Calculation of the Apparent Mass of the Product in Air (A10)

Apparent mass of the product in air:

Mₐ = M·[1 − (ρₐ / ρ)]

Where:

9.9 Inventory Accuracy (A11)

Assuming that the installation parameters of the pressure sensors are correct, the accuracy of the calculated mass depends only on the accuracy of the pressure sensors, the tank capacity table, and the local gravitational acceleration. For the HTG system, a typical accuracy calculation is as follows:

Ignoring P3 and considering:

M = P1·A_E / g

Assuming that all errors are statistically independent, then:

E_M² = E_P1² + E_g² + E_AE²

Where:

The reading error of the average cross-sectional area of the tank is the same as that of the tank capacity table, and is usually in the range of ±0.05%~±0.1%.

Table A1 Examples of inventory accuracy:

Error item Sensor P1 Local gravitational acceleration g Average tank area A_E Inventory mass accuracy (±% reading)
— 0.01 0 0.1 0.10
— 0.02 0.1 0.10 0.10
— 0.05 0 0.1 0.11
— 0.1 0 0.1 0.14

(In Table A1, the row "0.02 / 0.1 / 0.10 / 0.10" source-text extraction is unclear in the source text, requires confirmation against the source standard (source-text extraction))

9.10 Appendix C Result Calculation (C4)

The height H₀ from the HTG reference point to the tank calibration datum point is calculated as follows:

H₀ = H_a − H_b

(The original formula source-text extraction contains noise; the above is reconstructed from the symbol descriptions and context, requires confirmation against the source standard (source-text extraction))

Where:

10. Precision

11. Report

not provided in the available source.

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 questions and answers

Question Key points of answer
What international standard does this standard adopt? Equivalent adoption of ISO 11223-1:1995 (eqv).
What tanks does this standard apply to? Atmospheric vertical cylindrical fixed-roof or floating-roof tanks; HTG systems in which one side of the pressure sensor is open to the atmosphere.
What tanks does this standard not apply to? Hydrostatic tank gauging systems used on pressurized tanks.
How many pressure sensors can a HTG system have at most? Up to three (P1, P2, P3).
Where is P1 installed? On the tank wall near the tank bottom, at the lowest position, but above the height of sediment and water.
What is the function and installation position of P2? Intermediate pressure sensor, used for density and liquid level calculation; installed at a fixed vertical distance above P1, usually about 2 m to 3 m.
What is the function and installation position of P3? Pressure sensor for the tank vapor space, usually installed at the top of the tank; P3 is not required on floating-roof tanks.
How does it operate without P2? If the product density is known, the HTG system can operate without P2, and the density data should be manually entered into the data processor.
How does it operate without P3? If the tank can freely vent (vapor space gauge pressure = 0), it can operate without P3; P3 is not required on floating-roof tanks.
What is the measurement error requirement for H₀? It should not exceed ±1 mm.
What is the measurement error requirement for H? It should not exceed ±1 mm.
What is the measurement error requirement for Hₚ? It should not exceed ±50 mm.
When should a link be fitted if the change in H₀ exceeds what value? Exceeds 1 mm.
After zero adjustment of the pressure sensor, how long should it be monitored? About 1 h.
What is the accuracy of the standard device for the standard pressure source method? A traceable deadweight tester, accurate to 25 Pa.
What is the accuracy of the standard device for the standard pressure sensor method? A traceable pressure sensor, accurate to ±25 Pa.
What is the acceptance criterion for calibration by manual measurement on the tank? The difference in transferred mass is less than 0.2% (expressed as a percentage of the transferred mass calculated from manual measurement values).
On which uncertainties is the 0.2% limit based? Liquid level (initial and final gauges) ±3 mm; temperature ±1 ℃; tank capacity table ±0.1%; others ±0.05%.
What is the reading error range for the average cross-sectional area of the tank? Usually within ±0.05%~±0.1%.
How is observed density calculated? ρ = [(P1 − P2) / (g·H)] + ρₐ.
How is product mass calculated? M = Mᵢ + M₀ − W_R.
How is the apparent mass of product in air calculated? Mₐ = M·[1 − (ρₐ / ρ)].
What is the inventory accuracy error formula? E_M² = E_P1² + E_g² + E_AE².
What is the status of Appendixes A and B? Appendixes of the standard.
What is the status of Appendixes C, D, and E? Informative appendixes.
What is the accuracy of the optical level in Appendix C? Not lower than class S3.
What is the minimum division of the leveling staff in Appendix C? 1 mm, with a level bubble.
What standard should the gauging tape in Appendix C comply with? GB 13236.
To what value should the horizontal elevation be read in Appendix C? 1 mm.
What standard should be considered for electrical safety? GB 3836.1.
Where can the calculation method be found when a floating roof enters the critical zone? GB/T 13235.1.
How should changes in hydrostatic pressure be corrected? The tank capacity table should be corrected in accordance with GB/T 13235.1.
How should temperature expansion be corrected? It should be corrected by the HTG data processor in accordance with GB/T 13235.1.
What is affected by liquid stratification? The product bottom mass is calculated from its volume and density; in actual calculation it is assumed that the bottom density is the same as the observed density measured above sensor P1, but product stratification can cause the two to differ in reality, thereby affecting the product mass.
What is the content of Note 7? When metering oil products, the floating roof is treated as freely floating

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