You would need to configure a M143 heater protection instance to trigger a power shutdown. Something like this:
M143 H1 P1 S300 A3 ; Set heater 1 monitor 1 to trigger printer shutdown if temp exceeds 300C
see https://duet3d.dozuki.com/Wiki/Gcode#Section_M143_in_RRF_3_01RC2_and_later
In the M92 command, the Y parameter is the steps per degree of rotation of the turntable.
When you give a G1 H1 or G1 H2 command (or G1 S1/G1 S2 for older firmware versions), the Y coordinate in that command must be specified in degrees.
I have found that this calculator can be illuminating: https://www.thinksrs.com/downloads/programs/therm calc/ntccalibrator/ntccalculator.html
Crydom and Schneider Electric are both reliable brands. I would add that amazon has a big counterfeit product problem as well.
For the reciprocal I am using dot '.' as a decimal separator. Since you use comma decimal separator ',' you'll need to put that in instead.
So the corrected one for you will be 1/2,3399e-4
Regarding the slight difference in output, it's likely just due to the precision of the calculations on the computer.
The bit about the 1/B and β being equal is not of real practical use but I find it interesting 
Trigger 1 is already reserved for a print pause trigger, so you could try renaming your file to trigger2.g and reconfiguring the trigger to use T2.
If you are calling other macro files with M98 command, I think it will only look in the /sys/ folder. To get around this, you could move all your macros to /sys/, or use the full path like so in your script: M98 P"0:/macros/mymacro.g"
SRS calc is this:
C =((1/T1-1/T2)-(Math.log(R1)- Math.log(R2))*(1/T1-1/T3)/(Math.log(R1)-Math.log(R3)))/((Math.pow(Math.log(R1),3)-Math.pow(Math.log(R2),3)) - (Math.log(R1)-Math.log(R2))*(Math.pow(Math.log(R1),3)-Math.pow(Math.log(R3),3))/(Math.log(R1)-Math.log(R3)));
B =((1/T1-1/T2)-C*(Math.pow(Math.log(R1),3)-Math.pow(Math.log(R2),3)))/(Math.log(R1)-Math.log(R2));
A = 1/T1-C*(Math.log(R1))*(Math.log(R1))*(Math.log(R1))-B*Math.log(R1);
Is it possible the emergency stop command is resetting the buzzer output signal as well?
To test this, you could try to insert a delay before the emergency stop to see if the buzzer works (for a short time) and then stops, something like:
M42 P5 S1 ; activate buzzer
G4 S5 ; wait 5 seconds
M400 ; wait for buffered commands to execute (maybe does nothing?)
M112 ; e-stop
If you are talking about the SuperVolcano 80W heaters, I have run two of them without a problem, although I generally I only heat one of them at a time.
In the M92 command, the Y parameter is the steps per degree of rotation of the turntable.
When you give a G1 H1 or G1 H2 command (or G1 S1/G1 S2 for older firmware versions), the Y coordinate in that command must be specified in degrees.
Would it be possible to do this by defining a matrix with M669?
Also, here is the schematic i have made (pardon the sideways power ports):
Hello all,
I want to make a SD card extension to plug into CONN_SD on Duet 2 wifi/eth, basically just extending the SPI signals 150-200mm to an SD socket.
I don't have much electronics design experience, so I have a couple basic questions if anybody knows:
Would any passive components be recommended at the SD socket when extending in this way?
Related to the Duet, would running a PanelDue via the 4-wire cable, and a separate SD extension (rather than using PanelDue SD slot) cause any trouble?
Here is a picture of what I have in mind: Imagine a cable connecting this to CONN_SD. (no SD card holder model is in KiCad so it only shows the pads and connector).
Any guidance is appreciated. Thanks!
The new auto-tune is working well for me on Duet 2 board. Thanks for your work on this 
It's possible, as USB would be supplying 5V power separately. Or U3 (5V buck converter) is damaged.
You can check the fuse quite easily if you have a multimeter, simply by checking resistance or continuity across it (remove it from the holder first). If it's blown you will not get a reading. If it's good you will get 0 ohms or close to it.
SRS calc is this:
C =((1/T1-1/T2)-(Math.log(R1)- Math.log(R2))*(1/T1-1/T3)/(Math.log(R1)-Math.log(R3)))/((Math.pow(Math.log(R1),3)-Math.pow(Math.log(R2),3)) - (Math.log(R1)-Math.log(R2))*(Math.pow(Math.log(R1),3)-Math.pow(Math.log(R3),3))/(Math.log(R1)-Math.log(R3)));
B =((1/T1-1/T2)-C*(Math.pow(Math.log(R1),3)-Math.pow(Math.log(R2),3)))/(Math.log(R1)-Math.log(R2));
A = 1/T1-C*(Math.log(R1))*(Math.log(R1))*(Math.log(R1))-B*Math.log(R1);
For the reciprocal I am using dot '.' as a decimal separator. Since you use comma decimal separator ',' you'll need to put that in instead.
So the corrected one for you will be 1/2,3399e-4
Regarding the slight difference in output, it's likely just due to the precision of the calculations on the computer.
The bit about the 1/B and β being equal is not of real practical use but I find it interesting
It takes some time to get a handle how everything fits together.
IIRC, a Steinhart-Hart C coefficient of 0 will result in a B coefficient that is the exact reciprocal of the β value. So the choice of using the same parameter names is probably just to simplify the implementation internally.