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DB/T 98-2024 in English

DB/T 98-2024 in English

VALID

Specifications for absolute gravity measurement

  • Issued on:2024-03-01
  • Implemented on:2024-09-01
  • File Format:PDF
  • Delivery:Via email within 5 business days
Price(USD): $460.00
$447.00
Standard No: DB/T 98-2024
Document status: VALID
Title in English: Specifications for absolute gravity measurement
Title in Chinese: 绝对重力测量规范
Language: English
File Format: Electronic (PDF)
Delivery: Via email within 5 business days
Issued on: 2024-03-01
Implemented on: 2024-09-01
ICS Classification: 91.120.25-Seismic and vibration protection
Chinese Classification: P15-Engineering seismic resistance
Professional Classification: DB-Provincial Standard
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本文件规定了绝对重力测量的测点设计、建设、观测和资料归档等技术要求。
本文件适用于绝对重力测量,也可供其他行业或科学研究参考使用。


Introduction

Analysis of the core terminology system

Terminology Definition Measurement accuracy requirements
Gravity benchmark point Gravity network starting benchmark control point Better than 5.0×10⁻⁸m/s²
Gravity basic point Control point determined by absolute/relative measurement Better than 10.0×10⁻⁸m/s²
Gravity juxtaposition point Absolute measurement points next to continuous gravity observation points Synchronous benchmark point accuracy

Key technologies for measuring point construction

Environmental control standards

  • Vibration control: >500m from vibration source (airport runway/factory/construction site)
  • Electromagnetic shielding: ≥100m from high-voltage equipment
  • Geological stability: Avoid broken zones/settlement areas/groundwater level change areas

Markstone burial specifications

Markstone type Size (mm) Concrete strength
Soil layer point 1200×1200×1000 Above C25
Bedrock point 1200×1200×300 Cast integrally with bedrock

Observation data processing model

Solid tide correction example

G₀=9.80123456m/s² was measured at a certain reference point. After the solid tide correction δgₜ=-1.15×2.3×10⁻⁷m/s², the corrected value needs to be superimposed on the original observation data.

Correction term Mathematical model Typical correction magnitude
Ocean tide load δgₒ=∬[H(θ,λ)ρ_wG(ψ)]dθdλ 10⁻⁸~10⁻⁷m/s²
Pole shift effect δgₚ=-1.164×10⁸ω²asin2φ(xcosλ-ysinλ) 10⁻⁹m/s²

Implementation suggestions

  1. Instrument selection: Prioritize the use of dual-frequency laser interferometer absolute gravimeter, with mutual verification of red and blue laser data
  2. Observation sequence: The benchmark points must be observed continuously for 24 hours, with group intervals evenly distributed
  3. Quality control nodes: The qualified rate of falling objects is ≥75%, and re-measurement is required when the number of invalid groups is ≤8

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