DGT / DGT60 / DGTQ / DGTP
42
NOTES: The negative response of the instrument (ERR 02), happens in the following cases:
- one of the two entered values is greater than the capacity.
- one of the two entered values has a minimum division that is inconsistent in comparison to the one set in the
instrument.
- the disabling value is greater than that of enabling.
Furthermore, the transmitted values are valid until the indicator is turned off. To permanently save these on the
instrument one should use the saving command (CMDSAVE) described later on. If one wants to save various set
points one should set all of them and at the end transmit the saving command.
SET POINT saving command
[CC]CMDSAVE<CR LF>
Response: [CC]OK<CR LF>
ADVANCED COMMANDS
Input reading command:
Sintax
Format <ESC><II>INPU<N><STX>
Parameters N = input number (expressed in hexadecimals):
- 0 to simultaneously read all the inputs.
- from 1 to 2 to identify the single input which one wants to read (from 1
to 6 with the DGTQ model).
Answer <ESC><II>INPUNVVVV <STX>
In which N = input number (expressed in hexadecimals), described
previously
VVVV = input \ inputs status:
- for the single input, V = 0000 means input not active, while V =
0001 active input, FFFF input reading error.
- for all the inputs (in other words N = 0), the returned value
corresponds to the hexadecimal codification of the status of the
inputs
Example <ESC>01INPU0 <STX>
Result Reading of indicator’s inputs’ status (see the following explanation).
A bit is ascribed to each input:
Board inputs
DGTP
model
Board inputs
DGT,DGT60
and DGTQ
models
Bit not managed IN 4 IN 3 IN 2 IN 1
Bit
15
Bit
14
Bit
13
Bit
12
Bit
11
Bit
10
Bit
9
Bit
8
Bit
7
Bit
6
Bit
5
Bit
4
Bit
3
Bit
2
Bit
1
Bit
0
Therefore if the INPU00003 string is received, the hexadecimal value, converted into binary, indicates that the status
of the inputs is the following:
Board
inputs
DGTP
model
Board inputs
DGT,DGT60
and DGTQ
models
Bit not managed IN 4 IN 3 IN 2 IN 1
Bit
15
0
Bit
14
0
Bit
13
0
Bit
12
0
Bit
11
0
Bit
10
0
Bit
9
0
Bit
8
0
Bit
7
0
Bit
6
0
Bit
5
0
Bit
4
0
Bit
3
0
Bit
2
0
Bit
1
1
Bit
0
1