Mitsubishi Electric MELPRO CBV2 -A02S1, Руководство по эксплуатации

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4.6.4. Set IDMT Characteristic Curve (for COC4)
In the COC4-A02S1, IDMT curves can be select from 16 types. Please refer to clause 2.2.
In front LED, quantified value are indicated. The correspondence table between LED indication number and
curve characteristic are shown in Table 4-2. The equations of IDMT characteristic are shown in equation
(4-1) to (4-3).
Table 4-2 LED indication for IDMT characteristic curve (COC4)
LED Indication
Abbreviated
Name
Details
0
NI01
IEC Normal Inverse
In equation
(4-1)
, k=0.14,

=0.02, c=0.
1 VI01
IEC Very Inverse
In equation
(4-1)
, k=13.5,

=1, c=0.
2 EI01
IEC Extremely Inverse
In equation
(4-1)
, k=80,

=2, c=0.
3 LI01
Long Inverse
In equation
(4-1)
, k=54,

=1, c=0.
4
DT01
Definite Time
Refer to equation
(4-2)
5
DT(INST) Instantaneous operation
6
NI11
Normal Inverse (IEEE Moderately Inverse)
In equation
(4-1)
, k=0.0515,

=0.02, c=0.114.
7
EI11
Extremely Inverse (IEEE Very Inverse)
In equation
(4-1)
, k=19.61,

=2, c=0.491.
8
EI12
Extremely Inverse (IEEE Extremely Inverse)
In equation
(4-1)
, k=28.2,

=2, c=0.1217.
9
NI21
Normal Inverse
In equation
(4-1)
, k=2.4,

=0.4, c=1.2.
10
VI21
Very Inverse
In equation
(4-1)
, k=16,

=1, c=0.4.
11
LI21
Long Inverse
In equation
(4-1)
, k=60,

=1, c=0.
12
MI31
Moderately Inverse
In equation
(4-3)
, A=0.1735, B=0.6791, C=0.8, D=−0.08, E=0.1271.
13 NI31
Normal Inverse
In equation
(4-3)
, A=0.0274, B=2.2614, C=0.3, D=
−4.1899,
E=9.1272.
14
VI31
Very Inverse
In equation
(4-3)
, A=0.0615, B=0.7989, C=0.34, D=
−0.284,
E=4.0505.
15
EI31
Extremely Inverse
In equation
(4-3)
, A=0.0399, B=0.2294, C=0.5, D=3.0094,
E=0.7222.
10 ( ) 1
k M
t c
I

 
  
 

 
················································································································
(4-1)
2
10
M
t
 
·······························································································································
(4-2)
2 3
(1 ) (1 )
B D E
t M A
I C C C
 
    
 
  
 
························································································
(4-3)