How to create a linearization instruction in Studio 5000

Question:

Is there a linearization instruction in Studio 5000, or will I need to create one myself?

Top Replies

Are you referring to piecewise-continuous interpolation? I believe so, but the specific terminology escapes me at the moment. This technique may involve spline fitting within a cam-like instruction (possibly related to an AXIS object) that has the potential for linearization. Additionally, the compute (CPT) instruction could offer an approximation of linearization, although the coefficients may need to be calculated independently.

When drbitboy asked about piecewise-continuous interpolation, do you think that's what he meant? It's on the tip of his tongue but he can't recall the term. To learn more, check out the FGEN - seehere link. (Note: Non-@OkiePC-safe link).

Please be aware that FGEN is not offered in LAD, only FBD and ST are available.

"Absolutely nothing is truly original" - a concept often referred to as "there is nothing new under the sun."

Joseph_e2 pointed out that FGEN is not supported in LAD, only FBD and ST. It would not be challenging to create a ladder-based, ladder-callable AOI copy of FGEN. However, the Original Poster (OP) would likely prefer a ready-made solution.

From my experience, there's no direct linearization instruction in Studio 5000. However, you can achieve something similar using the Scale with Parameters (SCP) instruction - it can be utilized to map one range of values linearly to another range. It requires some manual setting, but it can do the job quite effectively. Remember to double-check your conversion rates for accuracy!

There is no designated linearization instruction in Studio 5000 that I know of. You would generally need to come up with a linearization algorithm yourself, possibly using a combination of math instructions within the software. It might take a bit of work, but it's totally doable. Alternatively, you could find a third-party library with a suitable function.

While Studio 5000 does not have a predefined linearization instruction, you surely have the capability to create your own. You'd typically involve determining the slope and the y-intercept of your linear function, then use that within your PLC program. Just ensure your scaling is accurate to prevent any possible errors in your system's operation. Good luck!

While Studio 5000 doesn't come with a built-in linearization instruction, you can definitely create one yourself using the existing mathematical or logic instructions. Alternatively, depending on what you are attempting to linearize, it might be worth seeing if you can accomplish it outside of the PLC, in your SCADA system or even in your sensor/transmitter, as many have inbuilt capabilities for this. Always remember, PLCs are best suited for controlling processes, and less for complex data manipulation.

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Frequently Asked Questions (FAQ)

FAQ: FAQs:

Answer: 1. Is there a built-in linearization instruction available in Studio 5000? - No, there is no dedicated linearization instruction in Studio 5000. You will need to create one yourself using other instructions and logic.

FAQ: 2. What are the steps involved in creating a linearization instruction in Studio 5000?

Answer: - To create a linearization instruction in Studio 5000, you can use mathematical functions such as scaling, multiplication, addition, and division to map the input values to the desired output range.

FAQ: 3. Can you provide an example of how to implement linearization in Studio 5000?

Answer: - Sure, one way to implement linearization is by using a combination of scaling and offset calculations. By adjusting the scaling factor and offset values, you can map the input values linearly to the desired output range.

FAQ: 4. Are there any best practices or tips for creating a reliable linearization instruction in Studio 5000?

Answer: - It is recommended to thoroughly test and validate your linearization logic using different input values to ensure accurate and consistent output. Additionally, documenting your linearization algorithm and parameters can help with troubleshooting and maintenance in the future.

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