L ? I E H < U Q B K E B L ? E B K I L943 ( f h ^. 943.1) · L _ i e h \ u q b k e b l _ e K I L943....
Transcript of L ? I E H < U Q B K E B L ? E B K I L943 ( f h ^. 943.1) · L _ i e h \ u q b k e b l _ e K I L943....
А
А Ч - АЯХ АХ А
А Х Х – Я Х Х А
943 ( . 943.1)
© , 2015
, 190020, . - , . , 150
./ : (812) 2522940, 4452745; [email protected]; www.logika.spb.ru
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........................................................................................................ 5 1 ................................................................................................. 5 2 .................................................................................. 6
2.1 ................................................ 6 2.2 ........................................................ 6 2.3 ............................................................................... 7 2.4 ................................................................................. 7 2.5 ...................................... 8 2.6 ........................................................................ 9 2.7 ................................................... 9 2.8 .............................................................. 10
3 ......................................................................... 11 4 ................................................................................ 13 5 .................................................................................... 17
5.1 ............................................................................... 17 5.1.1 ............................................................................. 18
( ) ......................................................... 20 ( ) .................................................. 21
( ) ....................................................... 28 ( ) .................................................. 28
( ) ..................................................... 28 ( ) ............................................. 28 ( ) ...................................... 28
- .................................................................... 29 - .................................................................. 29
5.1.2 1 2.................................................................. 31 ( ) ......................................................... 32
( ) ............................................................................. 33 ( , , , ) ............................................... 33
( ) .................................................................. 37 ( ) ...................................................................... 37
( ) .................................................. 38 5.1.3 (?) ................................................................. 45
4 943.
6 ........................................................... 46 6.1 .................................................. 46 6.2 ............................................................................ 48 6.3 ................................................ 50 6.4 " " ............................................... 52 6.5 ........................................ 53 6.6 ........................................................... 53 6.7 ............................................................................. 53 6.8 ................................................. 53 6.9 " " ............................................................. 54 6.10 .......................................................... 56
6.10.1 ............................................................................... 56 6.10.2 min ........................................................................... 56 6.10.3 max .......................................................................... 56 6.10.4 dt .............................................................................. 56 6.10.5 ............................................................................. 57 6.10.6 .............................................................................. 57 6.10.7 ............................................................................... 57 6.10.8 .............................................................................. 57
7 ...................................................................................... 57 7.1 .................................................................................... 57 7.2 ............................................................................ 57 7.3 ....................................................................... 59 7.4 ............................................................... 60
8 ............................................................................................ 60 9 ................................................................................ 60
9.1 ............................................................................... 60 9.2 ........................................................ 61 9.3 ............................................................. 64 9.4 ...................................................................... 65 9.5 ....................................................................... 65 9.6 ................................................................................. 66
10 ............................................................ 67
943. 5
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943. 9
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1, 2, 3 – ; 1, 2 – ; 1, 2, 3 – ;
Q, Q – ; V1, V2, V3 – ; M1, M2, M3 – ;
Э1, Э2, Э3, Э , ΔЭ – ; 1, 2, 3 – ;
N1, N2, N3 – ; ρ1, ρ2, ρ3, ρ – ;
h1, h2, h3, h – .
4.1 –
№
0
V2
V1
2
1 1
2
t1
t2
3 t3
1
2
1
2
V1= 1N1; V2= 2N2; V3=M3/ρ3
Δt=t1–t2
M1=ρ1V1; M2=ρ2V2; M3=M1–M2
Q=M1(h1–h2)+(M1– 2)(h2–hx)
Q =M3(h3–hx)
1
V2
V1
2
1 1
2
t1
t2
3 t3
1
2
1
2
V3
3
V1= 1N1; V2= 2N2; V3= 3N3
ΔЭ=Э1–t2
M1=ρ1V1; M2=ρ2V2; M3=ρ3V3
Q=M1(h1–h2)+M3(h2–hx)
Q =M3(h3–hx)
2
V2
V1
2
1 1
2
t1
t2
1
2
1
2
V3
3
V1= 1N1; V2= 2N2; V3= 3N3
ΔЭ=Э1–t2
M1=ρ1V1; M2=ρ2V2
M3=M1–M2+ρ2V3
Q=M1(h1–h2)+M3(h2–hx)
943. 15
№
3
V2
V1
2
1 1
2
t1
t2
t3
1
2
1
2
3 V3 3
V1= 1N1; V2= 2N2; V3= 3N3
ΔЭ=Э1–t2
M1=ρ1V1; M2=ρ2V2; M3=ρ3V3
Q=M1(h1–h2)+M3(h3–h ) Q =M3(h3–С )
4
V2
V1
2
1 1
2
t1
t2
3 t3
1
2
1
2
V3
3
V1= 1N1; V2= 2N2; V3= 3N3
ΔЭ=Э1–t2
M1=ρ1V1; M2=ρ2V2; M3=ρ3V3
Q=M1(h1–h2)+(M1– 2)(h2–hx)
Q =M3(h3–hx)
5
V1
1 1
2
t1
t2
1
2
1
2
V1= 1N1
Δt=t1–t2
M1=ρ1V1; M2=M1
Q=M1(h1–h2)
6
V1= 1N1; V2= 2N2; V3= 3N3
M1=ρ1V1; M2=ρ2V2; M3=ρ3V3
Q=M1(h1–h )+M2(h2–hx)+
+M3(h3–hx)
Q =M3(h3–hx)
7
V1= 1N1; M1=ρ1V1
Q=M1(h1–h )
8
V2
V1
2
1 1
2
t1
t2
1
2
1
2
t3 3
V3 3
V1= 1N1; V2= 2N2; V3= 3N3
ΔЭ=Э1–t2
M1=ρ1V1; M2=ρ2V2; M3=ρ3V3
Q=M1(h1–С2)+( 1– 2)(h2–hx)+
+M3(h3–hx)
Q =M3(h3–hx)
V2
V1
2
1 1
2
t1
t2
V3 3 3
T3
1
2
1
2
V1
1 1 1 1 t1
16 943.
№
9
V2
V1
2
1
V3 3
V1= 1N1; V2= 2N2; V3= 3N3
10
V2
2
1
2
t1
t2
1
2
1
2
V3 3 3
t3
V2= 2N2; V3= 3N3
ΔЭ=Э1–t2
M2=ρ2V2; M1=M2; M3=ρ3V3
Q=M1(h1–h2)+M3(h2–hx)
Q =M3(h3–hx)
11-
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=0 .
4.1 -
2
V2
V1
2
1 1 1
2 2
1 t1
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V2
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2
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2
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943. 17
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18 943.
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943. 19
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Щ 1 2 ? 11 – 11 – 03 10 : 01
T= 10 – 02 – 58 11 – 11 – 03 10 : 02
t = 23,22 ° 0 11 – 11 – 03 10 : 03
0
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22 943.
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943. 23
t к (0…100 º ). - -
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Pxк (0…16 / 2).
- . -
Э =0 P =0 - .
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3 – 100 8.625-2006 6651-2009;
4 – 100 8.625-2006 6651-2009.
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24 943.
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19, Э 20; 3 = 21 Э 19, -
Э3 ( 2) - 20.
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1; 2 – 2.
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0 10, : 0 – G1;
1 – G2;
2 – G3;
3 – P1;
4 – P2;
5 – t1;
6 – t2;
7 – dt;
8 – t3;
9 – tx;
10 – Э .
943. 25
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dt -. - dt,
23. dt=0 .
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1; 2 – 2.
2… 2 - 05 05.
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0 – G1;
1 – G2;
2 – G3;
3 – P1;
4 – P2;
5 – t1;
6 – t2;
26 943.
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8 – t3;
9 – tx;
10 – t .
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943. 27
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11 – 11 – 03 10 : 02
Щ 1 2 ? 11 – 11 – 03 10 : 01
= 0 0
01 – 11 – 03 10 : 02
= 1 0
01 – 11 – 03 10 : 03
? И 0
01 – 11 – 03 10 : 03
= 25 0
01 – 11 – 03 10 : 03
= 25 * 0
01 – 11 – 03 10 : 04 *
? 2И 0
01 – 11 – 03 10 : 03
28 943.
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943. 29
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Х5, Х6, Х7, Х8, Х9, Х10
Д Ж . 0,0008 1000
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Х11, Х12, Х13, Х14
Д Ж . 4-20
0,1%.
Х15, Х16, Х17, Х18, Х19, Х20
Д Ж . 100-160 -
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30 943.
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943. 31
5.1.2 1 2
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P1 …
P1 …
P1 …
P1 …
=1 -
32 943.
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P1, P2 1 2. - , 10 % -
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( =0). t1, t2, t3 1, 2, 3.
, . ,
0-176 . dt . -
, Э1 Э2 0-176 .
t . , tx -
0-176 . t . V1, V2, V3 1, 2 3 ( ).
. M1, M2, M3 1, 2 3 ( ).
. Q, Q ( ).
.
943. 33
и ( ). min -
а -
dt
( ),
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34 943.
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943. 35
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36 943.
5.9 –
Х 1
11 – 11 – 03 10 : 02
Щ 1 2 ?
11 – 11 – 03 10 : 01
t1 = 123,58 ° 1 01 – 11 – 03 10 : 00 Ч Х
t2 = 59,98 ° 1
01 – 11 – 03 10 : 00 Ч Х
t2 = 59,98 ° 1
01 – 11 – 03 10 : 00 Ч Х
t2 = 53,51 ° 1
01 – 11 – 03 01 : 00 Ч Х
t2 = 59,98 ° 1 01 – 11 – 03 01 : 00 Ч Х
t2 = 59,98 ° 1
21 – 11 – 03 01 : 00 Ч Х
t2 = 58,56 ° 1
11 – 03 Х
t2 = 59,98 ° 1 11 – 03 Х
t2 = 59,98 ° 1
21 – 11 – 03 01 : 00 Ч Х
943. 37
( ) , -
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, 1 2.
– 1024 . ,
" - ", . 5.10.
5.10 –
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( ), / ("+" "–" ),
. - .
t2 = 59,98 ° 1 11 – 03 Х
=25 1
21 – 11 – 02 03 : 25 Х
=25 1 21 – 11 – 02 03 : 25 Х
t2 = 59,98 ° 1
11 – 03 Х
38 943.
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(0…99). , - 4 . -
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tк1, tк2, tк3 1, 2 3
(0…175 º ).
0-176 º . -
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(0; 1): 0 – ( 1= 1 2= 2); 1 – ( 08 0> 1>1,1 1;
09 0> 2>1,1 2); 2 – ( 08 0> 1>1,1 1;
09 0> 2>1,1 2). - .
943. 39
1, 2 - 1 2 (0…16 / 2, ;
0…1,6 ). , - .
Pк1, Pк2, Pк3
1, 2 3. (0…16 / 2, ; 0…1,6 ).
- 0-1,1P - . - , ,
- .
KG (0; 1; 2; 3).
G1, G2, G3 G 1…G 1, G 2…G 2 G 3…G 3:
– KG = 0 – / 1:
13/ 13 G1>G 1 14/ 14 0<G1<G 1; 15/ 15 G2>G 2 16/ 16 0<G2<G 2; 17/ 17 G1>G 3 18/ 18 0<G3<G 3;
– KG = 1 – , KG=0 :
G 1 G1>G 1 G 1 0<G1<G 1; G 2 G2>G 2 G 2 0<G2<G 2; G 3 G1>G 3 G 3 0<G3<G 3. – KG=2 , KG=0, , -
02, V1, V2, V3 - G 1, G 2 G 3, ;
– KG=3 , KG=1, , - 02, V1, V2, V3 -
G 1, G 2 G 3, .
1 . 6.
40 943.
1, C2, C3
(0,000000…
...9,999999 3) .
G 1, G 2, G 3
- (0… 99999,99 3/ ). -
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, -. .
G 1, G 2, G 3
- (0…99999,99 3/ ). 0<G<G KG=1. -
. Gк1, Gк2, Gк3
1, 2 3
(0…99999,99 3/ ). G=1,
G>G 1. . -
( 1 – 2 ), 0, 2, 4 8
. :
0 – ; 1 – ( 1 – 2 )= (– ) 1 ( 1 – 2 )<0;
2 – ( 1 – 2 )= ( 1 – 2 )< 0;
3 – ( 1 – 2 )= (– ) 1 ( 1 – 2 )< (+ ) 1 .
Mк (0…99999,99 / ). - ( )
0, 2, 4 8 ( 1 –2 ) , -
.
943. 41
(0,0000…0,0400). -
, , . . ( 1 –2 )<(– ) 1 , 19 ( -
. 7).
. ,
2% - (2+2)/100=0,04.
0, 2, 4 8.
AQ Q (0; 1; 2; 3;
10; 11; 12; 13). 1 - Q - Q .
0 – Q ; -
; 1 – Q Q ,
20; 2 – , AQ=1 / -
M1 –M2 ( 0, 2, 4 8) - , ;
3 – , AQ=2 / - - ( . . - 08 12 03). ,
; 10 – Q 04; 11 – Q 04
Q ; 12 – , AQ=11, / -
M1 –M2 ( 0, 2, 4 8)
1 AQ 7
42 943.
, - ;
13 – , AQ=12, / - - ( . . -
08 12 03); 20 – Q
, , , , dt.
Qк (0…9999,99) Д , , MАСЖ. (1; 0). / -
- . =1 , , -
. -
45. .
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18, 04, 05}. - ; .
943. 43
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1 0 1 0 1 0 0 0
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44 943.
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943. 45
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46 943.
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6.1
, - , -
-. -
. -
nn ( - ), "nn". -
-; nn ( -
).
-: , .
, 6.1.
19, 20, 21, 22 ; - 23 .
00 18 - ATmin, ATmax, AT AT .
, . -
, ,
943. 47
( =1) - ( ) ; - . , -
. 07 - , , - , , .
6.1 ,
nn
00 + + (U <3,2 ). -
.
01 + +
.
, , - 100 .
02 + + . 03 + + t 0-176 C.
04 + +
… . ,
- .
05 + +
2… 2
07 + +
08 + + P1 0-1,1 1. 09 + + P2 0-1,1 2. 10 + + t1 0-176 C.
11 + + t2 0-176 C.
12 + + t3 0-176 C.
13 + + 1
(G1>G 1).
14 + + 1 -
(0<G1<G 1).
48 943.
nn
15 + + 2
(G2>G 2).
16 + + 2 -
(0<G2<G 2).
17 + + 3
(G3>G 3).
18 + + 3 -
(0<G3<G 3).
19 + –
- ( 1 – 2 ), , . .
( 1 – 2 )<(– ) 1 .
0, 2, 4 8. .
20 + –
(Q <0).
. .
21 + –
( 1 – 2 ) . - -
0, 2, 4 8 =1 2. - .
22 + – ( 1 – 2 )
, . . (– )* 1 <( 1 –2 )<(+ )* 1
23 – + (dt)
6.2
, , , G
- G .
, G
0<G<G .
943. 49
- . -
KG=1, G …G
. τ1, G>G -
, V=G ·τ1. , τ2,
0<G<G V=G ·τ2. KG=0 -
. , ,
20 . 6.1 6.2.
6.1 KG=1
6.2 – KG=0
G1 G2 G3
G 1
0
G 1
G1
13 14
G 2
0
G 2
G2
15 16
G 3
0
G 3
G3
17 18
G 1 G 2 G 3
G 1 G 1 G 2 G 2 G 3 G 3
G1 G2 G3
G 1
0
G 1
G1
13 14
G 2
0
G 2
G2
15 16
G 3
0
G 3
G3
17 18
G 3 G 3 G 2 G 2 G 1 G 1
50 943.
6.3
- 3 . , -
. 5 .
t1, t2, t3, t , 0-176 ° . -
, ,
, 6.3.
6.3 –
0
t1, °C
176
t1 , °C
10
t 1
10
0
Э2, °C
176
t2 , °C
11
t 2
11
0
t3 °C
176
t3 , °C
12
t 3
12
0
t , °C
176
t , °C
03
t
03
943. 51
P1 - 0-1,1 1, P2 – 0-1,1 2.
, - , 08/ 08 09/ 09,
P1 P2 ( . 6.4). , ( =0) - , -
P1 P2 .
6.4 –
1
0 0
P1
1
=1
P1
P2
2
1,1 2
=1
P2
09
2
=0
P1, 2
09 08 08
1,1 1
0
P1
1
=2
P1
P2
2
1,1 2
=2
P2
09 09 08 08
1,1 1
52 943.
6.4 " "
0, 2, 4 8 - (M1 –M2 ). ,
. - .
.
, =0, 2, 4 8, - M -
( 1 – 2 ), ( 6.2). ,
, 6.3.
, 5.
6.2 – dM=( 1 – 2 )
dM<
– 1 – 1 ≤НM<0 0≤НM< 1
dM 1
0 – – – –
1 – + – –
2 + + – –
3 – + + –
6.3 – dM=( 1 – 2 )
dM<
– 1 – 1 ≤НM<0 0≤НM< 1
dM 1
19 + – – –
21 + + – –
22 – + + –
943. 53
6.5
, 02/ 02
: 0 – , ;
1 – 02/ 02 ; 2 – 02 02 .
02/ 02 KG=2 KG=3 -
.
6.6
, 100 , 01 01.
6.7
00 00 - 3,2 , ё .
6.8 -
. -. -
, - . ( )
, ( ) – . -, ,
2. , -
: , , . 6.4
54 943.
6.4
- -
(+) ()
+
> <0,99 04/ 04 < >1,01
2 > 2 <0,99 2 05/ 05 < 2 >1,01 2
- – : =1, =7, =50, =10. ,
dt 10-50 ° 04.
, , , 5.
6.9 " " (Q ),
. , -
20. , - Q
, .
- AQ ( -
Q ). AQ, , 6.5,
:
- Q – , ; - Q – ;
- – ; - Q – , -
; - T04 – , 04
04; - T3T – , -
TНЭ, T .
943. 55
6.5
AQ
0 Q = Q
1 20 Q = Q ·
20 Q = Q
2 19, 20 Q = Q ·
19, 20 Q = Q
3
03/ 03,
08/ 08… 12/ 12, 19, 20 Q = Q ·
03/ 03, 08/ 08… 12/ 12, 19, 20
Q = Q
10 Q = Q (Q / Q )·T04
11 20 Q = Q ·
20 Q = Q (Q / Q )·T04
12 19, 20 Q = Q ·
19, 20 Q = Q (Q / Q )·T04
13
03/ 03, 08/ 08… 12/ 12 19, 20
Q = Q ·
03/ 03, 08/ 08… 12/ 12, 19, 20
Q = Q (Q / Q )·T04
20
, - Tdt, T
Q = Q
Tdt, T , ,
Q = Q + Q · T3T
56 943.
6.10
, - , -
( ). , -
.
6.10.1
, , . -
.
6.10.2 min
, .
, - ATmin.
6.10.3 max
, .
, - ATm .
6.10.4 dt
,
- .
23, , , -
dt. , dt=0.
943. 57
6.10.5
-.
, AT .
6.10.6
, . -
, - AT .
6.10.7
. , -
, .
6.10.8
, - - .
7
7.1
. , ,
.
7.2
, - .
58 943.
45, -
, , - . , - – , -
65 . , ,
. - . -
: 866, CENTRONICS, 4. -
7.1 7.2. ( " -") , ( ),
, -. "" - - .
( )
: - -
943 : =
=
,
. . 3
Q
t1 1 1 t2 2 2
- - . . . . . . . .
- . . . . . . . .
- - . . . . . . . .
. . . . . . . .
/ 2 / 2
ИИИИИИИИИИИИИИИИИИИИИИИИИИИИ
ИИИИИИИИИИИИИИИ
7.1 – ( ) - 0-8 10. -
.
943. 59
( )
: - -
943 : =
=
,
V1 V2 V3
- - . . . .
- . . . .
· ·
· ·
· ·
· ·
· ·
· ·
- - . . . .
. .
. . . .
3 3 3
ИИИИИИИИИИИИИИИИИИИИИИИИИИИИ
ИИИИИИИИИИИИИИИ
7.2 – ( ) - 9. .
7.3
, .
: , -
GSM- , - . - , , - ,
: .xls, .rtf, .txt, .html.
–
OPC- , , .
60 943.
7.4
45
, - . -
– , RS-232, - – -, .
8 -
004/2011 " ".
, -,
.
.
9
9.1
- . -
; . , -
, . -
, .
943. 61
9.2
- . -
, -
, - . -
, . - 1,5 2. -
: 3.1 3-6,5 ,
5-10 . - . -
, ,
. - , ,
, , ,
-, ,
- , .
, , . , -
. 9.1
9.1 9.2 , - . -
, - .
62 943.
- . - 4-20 ,
- .
, , 50 .
, - 100 – -
. ,
" " ;
"". " " - -
; "#". -
, , - , .
4-20 56,2 .
100 . 45
2 , 150 . -
, , " -". –
.
943. 63
23 24
+ - 1 2 1: 1 2: 1
1 2
1 2 3 4 1:Э1 2:Э1
1 2 3 4
1 2 3 4 1:Э2 2:Э2
1 2 3 4
1 2 3 4 1:Э3 2:Э3
1 2 3 4
1 2 3 1:V2 2:V2
1 2 3
1 2 3 1:V3 2:V3
1 2 3
1 2 3 1:V1 2:V1
1 2 3
1 2 DIN
DOUT
1 2 1 2 3 4
1 2
2 3 4
1
5 6
7 8
9 10
11 12
13 14
15 16
17 18
19 20
1 2
1 2
1: 2 2: 2
9.1 –
9.1 –
5- 10 1
2#
5- 10
1
-U
+U
-
2#
3
11- 14 1
+
-
U
2*
15- 20
1
t
2
3
4*
64 943.
9.2 –
Tx-
Tx+
Rx-
Rx+
RS
232
-
2
1 Tx
Rx 0
45
2
3
4
Tx-
Tx+
Rx-
Rx+
RS
232
-
2
1 3 7 5 6 4 8 2
(DB
9)
3 7 6 2
(DB
25)
2 5 6 3
(DB9
)
2
3
4
4
1 +
- U
Umax = 24 , Imax = 200 2
3 1
+
- U
24 (ЦКб), 5 (ЦКб) 2
1 1 +
- U
Un = 12 ; U = 15
U = 9 ; I = 15 2#
9.3
- 3. -
- ,
. , -, , .
U –
+ U
943. 65
9.4
:
- (RTS/CTS) ; - (DTR/DSR) ; - DSR ;
- -.
, . ,
. -
MSetup. .
- =1 2.
, , - .
9.5
, - , ,
. - .
, -
. - .
, -, – .
, -.
. - , .
66 943.
9.6
- . -
- 00 00.
- 3,6 LS33600.
: - ; - ;
- , ; - -
( 9.2, . 1) - ( 9.2, . 2);
- - ;
- ; - ; - ;
- .
9.2 –
1
2
943. 67
10 -
- .
: - : 25 55 ° ; - : 95 % 35 ° ; - : 84 106,7 ; - ( ): 98 / 2, 2 .
- -
.
943
. 421412.019 2
2 943.
943, 4218-042-23041473-2005.
, . -
– .
. ; -
. " " .
1
, -
.
2
18 28 ° , 30 80 %
84 106,7 .
3
: 6 ( .441461.021) 1 .
164 ( .685611.212, 6) 3 . 212 ( .685611.261) 1 . 235 ( .685611.284) 1 . 236 ( .685611.285) 1 . 238 ( .685611.287) 1 . 245 ( .685611.294) 1 .
RS232 9F9M 1 . Win XP/7 1 .
943. 3
70 ( .426477.031) 1 . 1 ( .00198-93) 1 .
4
" ", " -
" -, 12.2.007.0-75.
5
5.1
, ( -) .
5.2
.
-, . – =0 ( - ), ,
. ( ) - ,
( ) "".
- .
1 - , .
4 943.
5.3
5.3.1 , 5.1. ,
, .
, - ( " -
"), . , -
; - .
5.1 –
943.1
235 >>
164
6
>> 4
>> 9 9
>> 7 7
>> 8 8
>> 6 6
>> 16 16
>> 15 15 << << 5 236 164
>> 11 11
>> 13 13 >> 12 12
>> 13 13
>> 14 14
<< << 6 212 164
>> 4 4
>> 5 5
>> 3 3
>> 10 10
>> 17 17
>> 18 18
>> 19 19
>> 20 20
>> 1 1
>> 2 2 <<
238
<<
<<
70
RS232
RS232
9F9M
943.2
245 >>
164
6
>> 4
>> 9 9
>> 7 7
>> 8 8
>> 6 6
>> 16 16
>> 15 15 << << 5 236 164
>> 5 5
>> 3 3
>> 10 10
>> 17 17
>> 18 18
>> 19 19
>> 20 20
>> 1 1
>> 2 2 <<
238
<<
<<
70
RS232
RS232
9F9M
943. 5
5.3.2 " " - ( ), 5.1.
5.1 –
– 1– 2–
=0 =1 =1
=01 =11111111 =22222222
=00 Э 1=120 Э 1=120
=1 Э 2=70 Э 2=70
NT=0 Э 3=70 Э 3=70
=0 =1 =1
=0 1=10 1=10
=00-00 2=10 2=10
=00-00 P 1=2 P 1=2
Э =0 P 2=2 P 2=2
P =1 P 3=2 P 3=2
TC=0 KG=0 KG=0
=1 C1=0,1 C1=0,1
=1 G 1=99999 G 1=99999
3=11 G 1=0 G 1=0
=0 G 1=0 G 1=0
=0 C2=0,1 C2=0,1
=999999 G 2=99999 G 2=99999
=–999999 G 2=0 G 2=0
G 2=0 G 2=0
C3=0,1 C3=0,1
G 3=99999 G 3=99999
G 3=0 G 3=0
G 3=0 G 3=0
AM=0 AM=0
M =0 M =0
=0 =0
AT=0 AT=0
Q =0 Q =0
=0 =0
=1 =1
6 943.
5.3.3 " ( 1)", " ( 2)" " ( 3)" -
. - 5.2-5.4,
1– 2– . 15 - -
5.2-5.4. I0-I3
1 2 943.1.
5.2 – . " ( 1)"
-
1– 2–
F0=0,610351
F1=19,53125
R=141,2
I0=20
I1=20
I2=4
I3=4
G1 [ 3/ ] 219,70 … 219,75 7030,55 … 7031,95
G2 [ 3/ ] 219,70 … 219,75 7030,55 … 7031,95
G3 [ 3/ ] 219,70 … 219,75 7030,55 … 7031,95
P1 [ / 2] 9,990 … 10,010 –0,01 … 0,01
P2 [ / 2] 9,990 … 10,010 –0,01 … 0,01
t1 [ ] 105,34 … 105,54 105,34 … 105,54
t2 [ ] 105,34 … 105,54 105,34 … 105,54
dt [ ] –0,03 … 0,03 –0,03 … 0,03
t3 [ ] 105,34 … 105,54 105,34 … 105,54
5.3 – . " ( 2)"
-
1– 2–
F0=19,53125
F1=0,610351
R=110,4
I0=4
I1=4
I2=20
I3=20
G1 [ 3/ ] 7030,55 … 7031,95 219,70 … 219,75
G2 [ 3/ ] 7030,55 … 7031,95 219,70 … 219,75
G3 [ 3/ ] 7030,55 … 7031,95 219,70 … 219,75
P1 [ / 2] –0,01 … 0,01 9,990 … 10,010
P2 [ / 2] –0,01 … 0,01 9,990 … 10,010
t1 [ ] 26,21 … 26,41 26,21 … 26,41
t2 [ ] 26,21 … 26,41 26,21 … 26,41
dt [ ] –0,03 … 0,03 –0,03 … 0,03
t3 [ ] 26,21 … 26,41 26,21 … 26,41
943. 7
5.4 – . " ( 3)"
-
1– 2–
F0=9,765625
F1=9,765625
R=125,8
I0=10
I1=10
I2=10
I3=10
G1 [ 3/ ] 3515,27 … 3515,98 3515,27 … 3515,98
G2 [ 3/ ] 3515,27 … 3515,98 3515,27 … 3515,98
G3 [ 3/ ] 3515,27 … 3515,98 3515,27 … 3515,98
P1 [ / 2] 3,740 … 3,760 3,740 … 3,760
P2 [ / 2] 3,740 … 3,760 3,740 … 3,760
t1 [ ] 65,54 … 65,74 65,54 … 65,74
t2 [ ] 65,54 … 65,74 65,54 … 65,74
dt [ ] –0,03 … 0,03 –0,03 … 0,03
t3 [ ] 65,54 … 65,74 65,54 … 65,74
5.3.4 " " - . F0=9,765625 ,
- ( 5). 20 -
- 9,7646...9,7666 .
5.3.5 " " - .
5.5. ( ), -
=31-12-03, =00:00:00,
( ). , =23:59:59.
, =01-01-04, 1– – 2– – "01-01-04 00:00",
, -, 5.5 .
I0-I3 - 943.1.
8 943.
5.5 – . " "
-
1– – 2– –
N0=1024
N1=1024
R=51
I0=1
I1=1
I2=1
I3=1
P1 [ / 2] 2,000 2,000
P2 [ / 2] 2,000 2,000
t1 [ ] 120,00 120,00
t2 [ ] 70,00 70,00
dt [ ] 50,00 50,00
t3 [ ] 70,00 70,00
V1 [ 3] 102,400 102,400
V2 [ 3] 102,400 102,400
V3 [ 3] 102,400 102,400
1 [ ] 96,565 … 96,603 96,565 … 96,603
2 [ ] 100,112 … 100,152 100,112 … 100,152
3 [ ] 100,112 … 100,152 100,112 … 100,152
Q [ ] 11,862 … 11,866 11,862 … 11,866
Q [ ] 7,010 … 7,013 7,010 … 7,013
5.3.6 " " -.
, ,
( ) . ,
. 5.3.7 " " -
, " " – - 5.6.
943. 9
5.6 –
– 1– 2–
=0 =99 =99
=( ) =11111111 =22222222
=( ) Э 1=120 Э 1=120
=01 Э 2=70 Э 2=70
=00 Э 3=70 Э 3=70
=1 =1 =1
NT=0 1=10 1=10
=( ) 2=10 2=10
=0 P 1=2 P 1=2
=00-00 P 2=2 P 2=2
=00-00 P 3=2 P 3=2
t =0 KG=0 KG=0
P =1 C1=0,1 C1=0,1
TC=0 G 1=99999 G 1=99999
=0 G 1=0 G 1=0
=0 G 1=0 G 1=0
3=11 C2=0,1 C2=0,1
=0 G 2=99999 G 2=99999
=0 G 2=0 G 2=0
=999999 G 2=0 G 2=0
=–999999 C3=0,1 C3=0,1
G 3=99999 G 3=99999
G 3=0 G 3=0
G 3=0 G 3=0
AM=0 AM=0
M =0 M =0
=0 =0
AT=0 AT=0
Q =0 Q =0
=0 =0
=0 =0
10 943.
5.4
( -?) , -
.
5.5
- .
, , - ,
. . " " , -
. =99 ( 1- -
2- - ). - .
6
6.1 - 6651-94.
6.2 -
∆t = t1 – t2 (1)
∆t – Д Ж; t1, t2 – Д Ж.
6.3 -
G = 3600CF (2)
943. 11
G – Д 3/ Ж; – Д 3];
F – Д Ж; 20 , -
.
6.4
YY
YY
(3)
– Д , / 2, Ж; – Д ,
/ 2, Ж; Y – , Д Ж; Y , Y – -
Д Ж.
6.5 , - ,
Vj = CjNj (4)
j = ρjVj (5)
3 = 1 – 2 (6)
3 = 1 – 2 + ρ2V3 (7)
Q = M1(h1 – h2) (8)
Q = M1(h1 – hx) (9)
Q = M1(h1 – h2) + M3(h2 – hx) (10)
Q = M1(h1 – h2) + M2(h2 – hx) (11)
Q = M1(h1 – hx) + M2(h2 – hx) + M3(h3 – hx)
(12)
12 943.
Q = M1(h1 – h2) + (M1 – M2)(h2 – hx) +
+ M3(h3 – hx)
(13)
Q = M3(h3 – hx) (14)
Vj=Mj/ ρj (15)
Q – Д , , MWh];
Vj, Mj, j, Cj, Nj – Д 3Ж, Д Ж Д / 3Ж , Д 3Ж -
j- ; j={1; 2; 3};
1, V1, ρ1, h1 – Д Ж, Д 3Ж, Д / 3Ж - Д / , / , MWh/ Ж
; 2, V2, ρ2, h2 – Д Ж, Д 3Ж, Д / 3Ж -
Д / , / , MWh/ Ж ;
3, V3, ρ3, h3 – Д Ж, Д 3Ж, Д / 3Ж - Д / , / , MWh/ Ж - ;
hx – Д / , / , MWh/ Ж.
6.6 , -
n
1iiΔYY (16)
24
1
YY (17)
1
YY (18)
Y , Y , Y – Д , , MАСЖ, Д Ж Д 3Ж , ;
∆Вi – Д , , MАСЖ,
943. 13
Д Ж Д 3Ж Т- ; n – ; , – ; – .
6.7 , -
Y . = )V(Y
V
1iΔ
n
1ii – V 0
(19)
Yn – V = 0
Y .c = )V(Y
V
1 24
1. – V 0
(20)
Y .24 – V = 0
Y . = )V(Y
V
1
1. – V 0
(21)
Y . – V = 0
Y . , Y . , Y . – Д Ж , Д Ж Д ,
/ 2, Ж , ; V , V , V – , Д 3];
∆Vi – Т– Д 3];
Yn – Д Ж, Д Ж Д , / 2, Ж
; Y .24, Y . – Д Ж, -
Д Ж Д , / 2,
Ж ; n, , , – , (16)-(18).