Strain Gauge Load Cell Questions

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SUMMARY

This discussion focuses on the technical considerations for powering strain gauge load cells in a battery-operated weighing system with a load range of 0 to 500 lbs and an accuracy requirement of 0.2%. Key insights include that the load cell's input resistance is the best proxy for total device resistance, and current consumption can be calculated by dividing the excitation voltage by this input resistance. Lowering the excitation voltage reduces sensitivity and resolution, necessitating more gain in the amplifier. Additionally, using multiple sensors in series or parallel affects overall circuit resistance and excitation voltage.

PREREQUISITES
  • Understanding of strain gauge load cell technology
  • Knowledge of electrical resistance and current calculations
  • Familiarity with excitation voltage requirements for load cells
  • Basic concepts of signal processing with sigma-delta converters
NEXT STEPS
  • Research the specifications and applications of the Flintec PB planar beam load cell
  • Learn about the LTC6943 differential to single-ended converter for signal processing
  • Investigate methods to increase sensor resistance for lower current draw
  • Explore the implications of using multiple load cells in series or parallel configurations
USEFUL FOR

This discussion is beneficial for engineers, hobbyists, and developers involved in designing battery-powered weighing systems, particularly those working with strain gauge load cells and seeking to optimize power consumption and accuracy.

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I am not a (real) engineer, but have undertaken an ambitious project which contains some technical intricacies I have to learn on the fly. My first question (of many to come no doubt) is about strain gauge load cell technology - specifically powering the device.

My project requires a battery powered weighing system, load range 0 to 500lbs, split between two contact points with required accuracy of .2% (1lb). I need to calculate the power draw of prospective load cell types so that I can select the best battery (cost vs. capacity) for my application.

Question 1: is the load cell's output resistance figure the best proxy for total device resistance?
Question 2: if yes to above, do I derive total Amp usage by dividing excitation voltage by output resistance?
Question 3: Is the listed excitation voltage an absolute requirement or can I power the device with a lower voltage battery? (ex if specs. state 15v, can I power with a 5v or 10v, perhaps this is dependent on the MV/V rating?)

Here is one particular cell I am considering: http://www.flintec.com/type_pb_planar_beam_load_cell.html

Hope EE is the right place for this question, if not please advise. Thanks in advance!
 
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Welcome to PF.
Yes, this is the right place.
A1. The symmetrical bridge will have similar input and output resistances. Use the input resistance.
A2. Current consumption will be excitation voltage divided by input resistance.
A3. Output is the product of excitation voltage and bridge distortion due to load.
If you lower excitation voltage then you proportionally reduce sensitivity and lower the resolution.
You will then need more gain in the amplifier to reach FSD. Noise may be proportionally greater.
 
Thanks Baluncore

With the aforementioned sensitivity in mind, is there any way to increase resistance of the sensor to lower total current draw? It looks like most single point sensors in my weight capacity range are ~350-400 ohms. I need this type of sensor but with >1000ohm resistance...any ideas? If I drive 2+ sensors with the same battery does overall circuit resistance increase? Will excitation voltage subsequently drop/vary between sensors? Can I weigh a load with a series of sensors connected in a single series or parallel circuit?
 
How you minimise current will be determined by the electronics you use with the sensor.
You only need to power the sensors when a reading is needed.

An accuracy of 0.2% is 1 part in 500 so it will require at least a 9 bit converter.
The FSD output from the load cell bridge is probably one part in 1000, = 1mV per 1V of excitation. With 3V excitation you will only get 3mV signal. You could possibly use the two sensors in series, probably running on between 3V and 5V, but then you will have only half that signal.

Strain gauges are ideally suited to sigma-delta converters. They convert to between 16 and 24 bits.

I would consider ground referencing and summing the outputs by using an LTC6943.
http://cds.linear.com/docs/en/datasheet/6943f.pdf
Figure 1. Differential to Single-Ended Converter.
 

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