Good morning Edgars and team;
I have integrated a SAM3000 network analyzer accessing all the measurement values with the record types 0x03 and 0x04 but to perform the date update of the equipment, i need to access using register type 0x0E. In the Logic modbus library I have access to the type registers: "coil (0x01) discreteinput (0x02) register (0x03) inputregister (0x04)".
The protocol that I have to implement is the following:
![](data:image/png;base64,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)
Is it possible using script to send data byte by byte in a string or can you guide me how to do it if possible ?.
Thank you very much for your help and comments.
I have integrated a SAM3000 network analyzer accessing all the measurement values with the record types 0x03 and 0x04 but to perform the date update of the equipment, i need to access using register type 0x0E. In the Logic modbus library I have access to the type registers: "coil (0x01) discreteinput (0x02) register (0x03) inputregister (0x04)".
The protocol that I have to implement is the following:
Is it possible using script to send data byte by byte in a string or can you guide me how to do it if possible ?.
Thank you very much for your help and comments.
![Rolleyes Rolleyes](https://forum.logicmachine.net/images/smilies/rolleyes.png)