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SGD-DUAL-GRID

Dual Parallel Grid, Linear Strain Gauges

Models In Stock
  • Precision Parallel Grid Gages for Bending Strain
  • Conveniently Priced per Pack of 5
  • Very Flexible, Mechanically Strong
  • Small Bending Radius
SGD-DUAL-GRID
From $ 116.12
Models In Stock
Dual Parallel Grid, Linear Strain Gauges SGD-DUAL-GRID SGD-DUAL-GRID
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Product Overview
  • Additional Features 1 Bending strain
  • Operating Temperature, Max 200 °C
  • Operating Temperature, Min -75 °C
  • Pack Size 5
  • Series ID SGD-DUAL-GRID
  • Strain, Max 30,000 µm

Supported Applications

The Omega SGD Dual Parallel Grid series consists of precision strain gauges designed for monitoring bending strain. These dual-linear pattern sensors are engineered to measure deformation in applications requiring the detection of flexural stress.

Operating Conditions & Performance

Performance is defined by specific grid patterns and maximum permitted bridge energizing voltages (Vrms) that vary by model configuration. The series supports nominal resistances of 350 Ω and 1000 Ω. Maximum voltage ratings range from 6.5 Vrms to 40 Vrms depending on the gage pattern, resistance value, and termination type selected.

Configuration Options

The series offers a configurable envelope across grid sizes, electrical connections, temperature compensation materials, and physical dimensions.

  • Gage Patterns: Available in multiple configurations identified by pattern codes (e.g., 5.5 mm, 6 mm, 7.4 mm, 11.8 mm actual size representations).
  • Nominal Resistance: Options include 350 Ω and 1000 Ω.
  • Termination Types: Models are offered with Ribbon Leads or Solder Pads for electrical connection.
  • Temperature Compensation Materials: Configurable for Steel (ST) or Aluminum (AL).
  • Packaging: Supplied in packages of 5 units per model number.

Key Product Differences

Variants within the SGD-DUAL-GRID series are distinguished by their gage pattern, nominal resistance, termination method, and temperature compensation material. The model numbering convention follows the format: SGD-<GAGE PATTERN>-<NOMINAL RESISTANCE>-DY<TERMINATION>-<TEMP COMP>. For example, SGD-2/350-DY43 denotes a 350 Ω strain gage with Solder Pads and Aluminum temperature compensation. Physical dimensions for Grid A, Grid B, Carrier C, and Carrier D vary by the specific pattern selected.

Accessories

Compact Strain Gauge Bridge Completion Module
From $151.71
0 In Stock
Strain Gauge Resistors for Bridge Completion
From $22.01
0 In Stock
Cold-Curing Strain-Gage Adhesive
From $18.05
0 In Stock
Rated 5 out of 5 by from Omega is fantastic Have never had a problem with getting items or the quality
Date published: 2024-04-14
Rated 3 out of 5 by from A Review Product performs as expected. Nothing more, nothing less
Date published: 2023-10-16
Rated 4 out of 5 by from good product Satisfied with the product we received. Will work as needed.
Date published: 2022-02-09
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Following up from the last question, does the m in me/C stand for micro or milli?

Asked by: jkempe
Hello, you are referencing the NI article, typically me should stand for microstrain, for further questions feel free to contact NI directly. https://www.ni.com/en/contact-us.html
Answered by: SAE DO
Date published: 2024-10-25

I am curious on how the change in temperature will affect the resistance and reading of this sensor. Do you have any information on this?

Asked by: Anonymous
Hello, I am quoting NI here: Strain gage manufacturers attempt to minimize sensitivity to temperature by processing the gage material to compensate for the thermal expansion of the specimen material for which the gage is intended. While compensated gages reduce the thermal sensitivity, they do not totally remove it. A residual error on the order of 10 me/&deg;C is still possible when you use a temperature compensating gage. Therefore, additional temperature compensation is sometimes necessary. Please review the following video and white paper. https://www.youtube.com/watch?v=nb7NETKtvYQ PurdueMET https://intertechnology.com/Vishay/pdfs/TechNotes_TechTips/TN-504.pdf Note that we do not have information on the polynomial coefficients of the temperature curve.
Answered by: SAE ENGINEER GUY
Date published: 2024-10-08
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