|
|
楼主 |
发表于 2009-8-20 16:13:36
|
显示全部楼层
我把10年前的老套统又翻出来。一个是DAT文件;一个是今天重新做的OUT文件。因为,我电脑使用也特别差,纯MS-DOS下波形曲线我没有办法传上来。我回忆,它在运行结速时会有一个???.pl4文件。我又去看破电脑,确实我看见了有Plot.pl4文件,是090820 13:45今天生成。我在想,用一位版主帮助我的TOP软件,不知是否能读出?!. a+ C7 |+ S9 d. Y- {0 t3 b7 i
我就感到奇怪,马教授的96年软件,能够用集中参数R L C仿真模拟电容器向电阻、电感充放电的暂态过程,怎么ATPDraw5.5不行呢?
8 l- G+ V. ]2 A, K肯定,是老头没有认真学习说明书!!!BEGIN NEW DATA CASE( e% v5 y+ e: @( E& y$ [( t6 b
C BECNHMARK CRLZT.DAT DT=50VS JSSJ=0.4S 4TDYQX ZT 10KVXTQXYY AXDK, \ K" a3 a+ ~' U( w3 C5 S
C FIX SOURCE
. d2 p- U" S& j6 [9 b. D5 M3 P .00005 .8 50.0; R7 a9 U+ J+ R( |) T
1 1 0 1 1 -1 0 2 0 0( V2 w. X: i# C7 P9 w
10 10 100 100 1000 1000
0 e1 L0 B% |/ S- @ c4 e# D) |* F MX 318.47. W/ [5 p7 k, A! \. ^* f$ y
R1 RL 10.0. a% O, Z7 V4 h" w
RL 1000.
5 u0 R) C5 ] T6 t# VBLANK CARD ENDING BRANCHES CARDS OF -TC- CASE
# Q' r2 D. F8 S8 U4 D5 f DY MX -1.0 0.04 100.+ x$ X1 }0 o; O1 L
MX R1 0.06 1.04 100.
) [! \ f) P- wBLANK CARD ENDING SWITCHES CARDS OF -TC- CASE7 D w1 e, e: N0 D' _3 l
C 14DYA -1 9.14e5 50.0 -15.0 -1.0 5.19 }: Z4 O% q4 i% n$ X; p% X
C 14DY -1 -9.14e5 50.0 -15.0 -1.0 5.17 U4 H0 F% |) W! p
C 14DYB -1 9.14e5 50.0 -135.0 -1.0 5.1
0 V) a9 S+ D* P+ IC 14DY -1 -9.14e5 50.0 -135.0 -1.0 5.1
5 O" T! \ M/ V1 {8 `C 14DYC -1 9.14e5 50.0 -255.0 -1.0 5.1
1 I9 K4 X g" Q+ ^/ u6 J }2 RC 14DY -1 -9.14e5 50.0 -255.0 -1.0 5.1
8 x, P! E0 h7 ~% {9 d14DY 91400.0 50.0 0.0 -1- I- c I; f* _5 F) p
C 14DYB 93897.0 50.0 -120. -1
0 j! R. R& k v0 d8 }C 14DYC 93897.0 50.0 120.0 -1" X& N' v: C% o( k
BLANK CARD ENDING SOURCE CARDS" z& h* F+ b6 ?& m- `
DY MX
% G3 ?, y2 q7 R2 }, l' B5 N-1MX R1: @. o! B) k! V- q/ T- e; w) m2 {
BLANK CARD ENDING SELECTED NODE VOLTAGE OUTPUT CARDS2 _& c; Q, c2 z1 _ S% K. Q
14410. 200. DY MX8 f; M! ~& K |7 ^1 ?+ k* g
14401.000.800. DY MX
0 a' u9 x u$ u, l. Q! O+ U 14401.000.400. DY MX9 D% H) \( r7 `$ w5 a
14401.000.200. DY MX% g" Y' _( b: {& J2 ?2 ~0 a! [
19401.000.800. MX R1
7 q; \) c" r3 K7 o/ S 19401.000.400. MX R1
- x, r/ Y7 W9 [( Z 19401.000.200. MX R1
# e _* I: I" @# fBLANK CARD ENDING PLOT CARDS
K. ~( z- A B5 l* Y. R* DBEGIN NEW DATA CASE; N6 g, }1 ^( [% l
BLANK4 K: N5 G, \& I& R) W# k9 [5 O. r
7 p, b: d5 J. G. Z" h; p
ELECTROMAGNETIC TRANSIENTS PROGRAM (EMTP386) TIME =08/20/09 13.57.13 PLOT FILE = PLOT.PL4 : \. g5 ~1 ?0 T$ X$ X1 @
ASSOCIATED USER DOCUMENTATION IS THE 864-PAGE EMTP RULE BOOK DATED JUNE, 1984. VERSION M40. VARDIM TIME/DATE =1637223 960610
' B- i' ~- X: f% y& d. U' v INDEPENDENT LIST LIMITS FOLLOW. TOTAL LENGTH OF /LABEL/ EQUALS 1637223 INTEGER WORDS. 2002 4500 4500 1500 900004 I3 n) d3 ~1 d6 e
800 2500 90000 250 800 1500 1500 300 9 50 10000 10000 3000 5400 90000 9 1800 5000 300
9 `9 q& s2 m6 a/ t --------------------------------------------------+--------------------------------------------------------------------------------5 h* R1 {6 H3 ^* w7 _; K. A' x
DESCRIPTIVE INTERPRETATION OF NEW-CASE INPUT DATA 1 INPUT DATA CARD IMAGES PRINTED BELOW, ALL 80 COLUMNS, CHARACTER BY CHARACTER.+ K2 R! s: Y$ I# [0 t
0 1 2 3 4 5 6 7 86 T$ I! `9 f& ]" |5 Y8 b- i1 u
0 0 0 0 0 0 0 0 0
+ z/ u9 q% Y3 g# u. s# \5 } --------------------------------------------------+--------------------------------------------------------------------------------4 V" D7 x! ]6 U: ]$ y8 }
MARKER CARD PRECEDING NEW DATA CASE. 1BEGIN NEW DATA CASE 7 x) u, Z8 e% L
COMMENT CARD. 1C BECNHMARK CRLZT.DAT DT=50VS JSSJ=0.4S 4TDYQX ZT 10KVXTQXYY AXDK
8 e% l- y4 K: N9 F( W; X! | COMMENT CARD. 1C FIX SOURCE 8 f$ ?( D9 a: l
MISC. DATA. 0.500E-04 0.800E+00 0.500E+02 1 .00005 .8 50.0 % g0 b8 ]+ A5 a4 _9 n! Z3 g N
----- WARNING. NONZERO MISC. DATA PARAMETER "XOPT" DIFFERS FROM THE POWER FREQUENCY OF 60.00 . THIS IS UNUSUAL.! G9 m1 @" r1 W: t/ d* [
A VALUE OF 0.5000E+02 WAS READ FROM COLUMNS 17-24 OF THE DATA CARD JUST READ. EXECUTION WILL CONTINUE USING* T1 l% A5 D1 [
THIS VALUE, AS SUSPICIOUS AS IT SEEMS TO THE EMTP
' H$ K. }; [5 u3 f. w" H MISC. DATA. 1 1 0 1 1 -1 0 2 0 0 1 1 1 0 1 1 -1 0 2 0 0
0 D" y& J* u2 [9 W PRINTOUT : 10 10 100 100 1000 1000 1 10 10 100 100 1000 1000 . D6 o$ |* X5 T; V
SERIES R-L-C. 0.000E+00 0.000E+00 0.318E+03 1 MX 318.47 0 q3 B( T, V) t# l
SERIES R-L-C. 0.100E+02 0.000E+00 0.000E+00 1 R1 RL 10.0
1 v/ ]6 L' L2 l6 D SERIES R-L-C. 0.000E+00 0.100E+04 0.000E+00 1 RL 1000. 7 g+ k5 _) e# i: e% Y: |
BLANK CARD TERMINATING BRANCH CARDS. 1
5 r' @; E& j( [ b3 U2 z7 G5 Q" ] SWITCH. -0.10E+01 0.40E-01 0.10E+03 0.00E+00 1 DY MX -1.0 0.04 100. + h2 W H v9 l7 I' d! e/ [
SWITCH. 0.60E-01 0.10E+01 0.10E+03 0.00E+00 1 MX R1 0.06 1.04 100.
) o$ m9 W+ S4 T" y, M { BLANK CARD TERMINATING SWITCH CARDS. 1 $ X- _& J. p# z% d6 ^
COMMENT CARD. 1C 14DYA -1 9.14e5 50.0 -15.0 -1.0 5' j: S B" f8 W& T3 P; s
COMMENT CARD. 1C 14DY -1 -9.14e5 50.0 -15.0 -1.0 5
- D+ r, \: U* M: t6 L. j COMMENT CARD. 1C 14DYB -1 9.14e5 50.0 -135.0 -1.0 5
! S, P- }4 h1 l/ c! G COMMENT CARD. 1C 14DY -1 -9.14e5 50.0 -135.0 -1.0 50 g4 e+ T6 `+ d3 |" Z0 n
COMMENT CARD. 1C 14DYC -1 9.14e5 50.0 -255.0 -1.0 5) Q9 _7 s' w$ |7 R& v% Q
COMMENT CARD. 1C 14DY -1 -9.14e5 50.0 -255.0 -1.0 5& a! Z* f0 @0 Z! f5 }/ A9 A7 ]
SOURCE. 0.91E+05 0.50E+02 0.00E+00 -0.10E+01 114DY 91400.0 50.0 0.0 -1 8 n) d% f; ^5 m8 v
COMMENT CARD. 1C 14DYB 93897.0 50.0 -120. -1
0 n' A" S/ h1 ^: H COMMENT CARD. 1C 14DYC 93897.0 50.0 120.0 -1 3 P9 K& n9 Q; }' m: d+ @4 ?
BLANK CARD TERMINATING SOURCE CARDS. 1 ' S: P3 j. P4 b+ H) }
PI-EQUIV BRANCHES OF DISTRIB LINES IN TR, TX, ETC. BETWEEN LIMITS 4 3+ v$ b$ |$ x( H: Y9 j
% x: r( \8 L7 d5 r
4 b& Z2 j2 }; s SINUSOIDAL STEADY STATE SOLUTION, BRANCH BY BRANCH. ALL FLOWS ARE AWAY FROM BUS, AND REAL PART, MAGNITUDE, OR P1 _3 s, S( m/ {
IS PRINTED ABOVE THE IMAGINARY PART, THE ANGLE, OR Q. FIRST SOLUTION FREQUENCY = 0.500000000E+02 HERTZ.( g8 g; L5 r7 G0 k; s& n2 O
BUS K NODE VOLTAGE BRANCH CURRENT POWER FLOW POWER LOSS
+ d; e9 @8 Q% ^6 n4 O; O- f* a( T BUS M RECTANGULAR POLAR RECTANGULAR POLAR P AND Q P AND Q
% B7 D2 e: }$ F: X7 |* b% }; ?6 Q' r [
MX 0.9140000E+05 0.9140000E+05 0.0000000E+00 0.9144598E+04 0.0000000E+00 0.0000000E+00& |3 `& u j [! ]
0.0000000E+00 0.0000 0.9144598E+04 90.0000 -0.4179081E+09 -0.4179081E+09
7 l6 Y8 H& E3 p
( E# F( s$ Q; W1 ^- d* f TERRA 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.9144598E+04 0.0000000E+00& o; n* a5 {1 c% x+ |8 U
0.0000000E+00 0.0000 -0.9144598E+04 -90.0000 0.0000000E+00
) c3 ~ d" @# L5 S( U
' y' s) e5 n H, h4 H2 R9 \& U% @4 C3 _. y' E3 ?$ R5 v
R1 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.0000000E+00% P7 w& E+ ^" x8 U$ r: G
0.0000000E+00 0.0000 0.0000000E+00 0.0000 0.0000000E+00 0.0000000E+00
4 X' R; M" D1 t: K# r _/ V, ~- [: O1 W/ x! c; s O
RL 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.0000000E+008 e/ ~6 l/ W/ i: F7 r6 w
0.0000000E+00 0.0000 0.0000000E+00 0.0000 0.0000000E+00
9 B$ B: Y( M T4 M' D1 k0 p8 ~2 ^: A, T( E8 O6 F2 `+ {. z: W8 J' _
: ^, k6 Q' t7 L/ D7 v$ ?
RL 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.0000000E+00( [, ~2 d& R, t
0.0000000E+00 0.0000 0.0000000E+00 0.0000 0.0000000E+00 0.0000000E+00
$ M' Y: K: ^3 G7 R p2 Q3 [4 ] i0 D# r+ B% N6 _- O* L/ S: \$ N
TERRA 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.0000000E+00 0.0000000E+00
s3 v, Q. q- w9 v 0.0000000E+00 0.0000 0.0000000E+00 0.0000 0.0000000E+00. K8 Z: `# { C+ z! K) G
# j$ Q* P! q0 @% e( P9 s3 H1 Y
1 l% u C) w/ P9 z TOTAL NETWORK LOSS "PLOSS" BY SUMMING NODAL INJECTIONS = 0.00000000E+00
, k' K2 S2 K" W( ?- u$ {: }* s$ Z" U OUTPUT FOR STEADY STATE SWITCH CURRENT
8 b1 W- V# j: X0 \% Y" L NODE-K NODE-M I-REAL I-IMAG I-MAGN DEGREES POWER REACTIVE6 w C9 B D8 D7 Q; ^0 g* @
DY MX 0.00000000E+00 0.91445975E+04 0.91445975E+04 90.0000 0.00000000E+00 -0.41790811E+09
4 Y! x, D4 f( U& |- B" M0 D3 O MX R1 OPEN OPEN OPEN OPEN OPEN; d8 [% ~: l. R1 F: R% I; D
# {8 a/ R8 G4 }6 r/ k SOLUTION AT NODES WITH KNOWN VOLTAGE. NODES SHORTED TOGETHER BY SWITCHES ARE SHOWN AS A GROUP OF NAMES, WITH' W0 C/ u: w, V3 C8 @
THE PRINTED RESULT APPLYING TO THE COMPOSITE GROUP. THE ENTRY 'MVA' IS SQRT(P**2 + Q**2) IN UNITS OF POWER,
5 ^1 Y( g7 |6 t( Y* U+ h8 t. ] WHILE 'P.F.' IS THE ASSOCIATED POWER FACTOR.
3 _3 M' m) }9 G+ L' [ NODE SOURCE NODE VOLTAGE INJECTED SOURCE CURRENT INJECTED SOURCE POWER2 s$ J& |% l. C& I- H2 A* y
NAME RECTANGULAR POLAR RECTANGULAR POLAR P AND Q MVA AND P.F.- `8 r& Y( h! d& o" S: `5 M& }3 A
7 F" _& h% ]/ Y7 `: E: G8 D$ `1 A; `
DY
4 c. p1 Y8 Z f MX 0.9140000E+05 0.9140000E+05 0.0000000E+00 0.9144598E+04 0.0000000E+00 0.4179081E+09& m2 n! l3 _( U3 A3 j7 W# G
0.0000000E+00 0.0000 0.9144598E+04 90.0000 -0.4179081E+09 0.0000000E+00& k# u+ K1 {# \& C% h8 }0 B
CARD OF BUS NAMES FOR NODE-VOLTAGE OUTPUT. 1 DY MX
4 l; V- C4 G$ F: T% R- j CARD OF BRANCH VOLTAGE, CURRENT ...OUTPUT. 1-1MX R1 + S9 W( r( K# V' a% }# C! ?" j
BLANK CARD ENDING NODE NAMES FOR VOLTAGE OUTPUT. 1
1 j3 F" x) L5 h- p9 ?
- t3 r1 h4 ~1 C9 v COLUMN HEADINGS FOR THE 3 EMTP OUTPUT VARIABLES FOLLOW. THESE ARE ORDERED ACCORDING TO THE FIVE
8 d5 Q$ d2 \" b POSSIBLE EMTP OUTPUT-VARIABLE CLASSES, AS FOLLOWS ....
* _2 ^0 Y& N9 z9 r1 `4 e FIRST 2 OUTPUT VARIABLES ARE ELECTRIC-NETWORK NODE VOLTAGES (WITH RESPECT TO LOCAL GROUND)| # Q" R% v$ {4 T, I
NEXT 0 OUTPUT VARIABLES ARE BRANCH VOLTAGES (VOLTAGE OF UPPER NODE MINUS VOLTAGE OF LOWER NODE)|
- A( P2 S1 {% A: u NEXT 1 OUTPUT VARIABLES ARE BRANCH CURRENTS (FLOWING FROM THE UPPER EMTP NODE TO THE LOWER)| # e! D ]+ S+ |3 k3 U
NEXT 0 OUTPUT VARIABLES PERTAIN TO DYNAMIC SYNCHRONOUS MACHINES, WITH NAMES GENERATED INTERNALLY| " U- j, E5 X2 |0 W0 z6 |
FINAL 0 OUTPUT VARIABLES BELONG TO 'TACS' (NOTE INTERNALLY-ADDED UPPER NAME OF PAIR). S6 B+ `5 a4 a; b6 S4 u" }3 C
BRANCH POWER CONSUMPTION (POWER FLOW, IF A SWITCH) IS TREATED LIKE A BRANCH VOLTAGE FOR THIS GROUPING| * c: Z4 C# |' J+ d, ^4 U
BRANCH ENERGY CONSUMPTION (ENERGY FLOW, IF A SWITCH) IS TREATED LIKE A BRANCH CURRENT FOR THIS GROUPING.
- y" Z4 f% n) Z, g) W! _! B( z C9 C
( a% L" i! o8 Y. M& Q9 r STEP TIME DY MX MX
& L% S# p+ V5 }0 y: n R1 . J! A6 W+ V% Q! g: u- D" x
*** PHASOR I(0) = 0.0000000E+00 SWITCH "DY " TO "MX " CLOSED AFTER 0.00000E+00 SEC.
6 k. R8 s. T2 K3 c0 G9 j 0 0.000000 0.914000E+05 0.914000E+05 0.000000E+00
' m6 r/ v, m; B" K8 _* `9 S, \ 1 0.000050 0.913887E+05 0.913887E+05 0.000000E+00
( O! V# c) {6 a% }7 f% d 2 0.000100 0.913549E+05 0.913549E+05 0.000000E+00
/ F- O" u( n/ V$ @& J0 |! H 3 0.000150 0.912985E+05 0.912985E+05 0.000000E+001 j* T1 u& F7 Y# z
4 0.000200 0.912196E+05 0.912196E+05 0.000000E+00
$ Q, ?" U& X, L9 _& E* j 5 0.000250 0.911182E+05 0.911182E+05 0.000000E+002 Q4 y- w# o# c( U3 a* e- ^) ^
6 0.000300 0.909944E+05 0.909944E+05 0.000000E+00
$ c" ~0 F9 N/ V* E% m- @# E 7 0.000350 0.908480E+05 0.908480E+05 0.000000E+00
8 s8 X2 T& [% |% C& g 8 0.000400 0.906793E+05 0.906793E+05 0.000000E+00
( c3 L0 w- w& N8 i& J( [; | 9 0.000450 0.904882E+05 0.904882E+05 0.000000E+00' a: D% r \3 e
10 0.000500 0.902747E+05 0.902747E+05 0.000000E+00( i* V1 }+ u# i, q6 s# f: I7 w9 @
20 0.001000 0.869266E+05 0.869266E+05 0.000000E+00
8 f- M7 g, b. h% \& T0 ^9 c, W3 X 30 0.001500 0.814380E+05 0.814380E+05 0.000000E+00
( q! H F% z5 b: a! y 40 0.002000 0.739442E+05 0.739442E+05 0.000000E+00
* P- }5 Q* E: i 50 0.002500 0.646296E+05 0.646296E+05 0.000000E+00
_/ A% k! g M. i- Z 60 0.003000 0.537236E+05 0.537236E+05 0.000000E+00
8 B" N0 Q5 V- W* H7 x v9 v( u 70 0.003500 0.414947E+05 0.414947E+05 0.000000E+00
* ?+ r% n$ @$ C' W# E/ R1 x 80 0.004000 0.282442E+05 0.282442E+05 0.000000E+00$ d6 _- J$ V b
90 0.004500 0.142981E+05 0.142981E+05 0.000000E+005 G! G1 ]6 n2 ~, @ O( k
100 0.005000-0.552882E-10-0.552882E-10 0.000000E+00* f7 \$ V0 o4 u4 X+ d
200 0.010000-0.914000E+05-0.914000E+05 0.000000E+00& @' w! E# Z# z1 b( }* N
300 0.015000-0.164038E-08-0.164038E-08 0.000000E+009 i+ E6 ~& [! A- P
400 0.020000 0.914000E+05 0.914000E+05 0.000000E+00
5 P) {7 B$ I1 b" S, D 500 0.025000-0.589812E-08-0.589812E-08 0.000000E+00
6 C5 ~3 ]; p0 z a/ [ 600 0.030000-0.914000E+05-0.914000E+05 0.000000E+00 G8 t9 k6 L2 u% S6 _: X/ M
700 0.035000 0.140861E-07 0.140861E-07 0.000000E+00% N ]1 r! L- R0 Y: S
***** SWITCH "DY " TO "MX " OPEN AFTER 0.400000E-01 SEC.
3 m. r; u9 ]! ?& G( Z4 s 800 0.040000 0.914000E+05 0.914000E+05 0.000000E+00
2 x) L9 c; @+ ~ _! l; Y" @ 900 0.045000-0.223552E-07 0.914000E+05 0.000000E+00* t, G- W, x9 x$ o' d7 o& `
1000 0.050000-0.914000E+05 0.914000E+05 0.000000E+00
! B8 R2 }( `! b& g2 ^+ T ***** SWITCH "MX " TO "R1 " CLOSED AFTER 0.600000E-01 SEC.
+ }* J7 e: R8 Q' o8 H! R. I 2000 0.100000 0.914000E+05 0.308276E+05 0.816876E+03' P; U" h. U; R6 R, t
3000 0.150000-0.914000E+05-0.740984E+05 0.249386E+03
2 B& I. ~6 g& b% W& @ 4000 0.200000 0.914000E+05-0.266698E+05-0.697043E+03
; M( |* h; T& \1 r: h" |% g8 x 5000 0.250000-0.914000E+05 0.632108E+05-0.216176E+03
3 c4 t. ~2 f6 H( v' `3 B 6000 0.300000 0.914000E+05 0.230688E+05 0.594775E+03# H! n3 ^& F V, A& `
7000 0.350000-0.914000E+05-0.539215E+05 0.187348E+03
. r8 u2 x" m3 c 8000 0.400000 0.914000E+05-0.199508E+05-0.507498E+03
# ], W& p L1 V" G$ R) z 9000 0.450000-0.914000E+05 0.459962E+05-0.162329E+03
. {- j s( d3 l/ @9 U8 g 10000 0.500000 0.914000E+05 0.172514E+05 0.433018E+03
; S/ U' p$ L# Z$ \, f' K. {, \ 11000 0.550000-0.914000E+05-0.392347E+05 0.140622E+03
/ M* ^( K- k& u% l/ A l0 z4 Y 12000 0.600000 0.914000E+05-0.149149E+05-0.369459E+03' r: c5 h2 k3 ]; P9 H+ A# [
13000 0.650000-0.914000E+05 0.334663E+05-0.121793E+037 e2 P) O$ c7 g4 t; @* z6 j
14000 0.700000 0.914000E+05 0.128929E+05 0.315222E+03) W0 Z: z7 D5 B2 [/ y/ i$ W
15000 0.750000-0.914000E+05-0.285453E+05 0.105465E+03- E4 j9 I8 }1 J. }* B7 A! o* W
16000 0.800000 0.914000E+05-0.111433E+05-0.268939E+03$ G4 [3 F! t! m7 `
5 u1 ^. S' j/ ~7 O l
MAXIMA AND MINIMA WHICH OCCURRED DURING THE SIMULATION FOLLOW. THE ORDER AND COLUMN POSITIONING ARE THE
# I( m5 _" E! h( h SAME AS FOR THE REGULAR PRINTED OUTPUT VS. TIME.4 H8 ?( K- S: O6 F* B) Z& w
VARIABLE MAXIMA : f: W" N5 g. Q. s5 O
0.914000E+05 0.914000E+05 0.847194E+03
, q- W0 {+ \7 h2 K: T TIMES OF MAXIMA :
- J' r0 v* _2 C( V 0.000000E+00 0.400500E-01 0.108500E+00
, V: B: {; \9 ]) [, q" p, c2 K VARIABLE MINIMA :
# s( {+ t5 w3 r -0.914000E+05-0.914000E+05-0.723871E+03
. G/ A. j7 t2 K1 F) M TIMES OF MINIMA :& u" Y! z% X8 _
0.100000E-01 0.100000E-01 0.208650E+00
1 ]8 k- A9 s W: {3 O# Q8 r5 W- a5 I V
1 s/ M6 Z' n M1 l H: x- f! I: W# S, R P' f1 n7 H3 Y
+ C5 C6 R+ w( q* T+ d* `0 A% V
** PLOT CARD. 0.100E+02 0.000E+00 0.200E+03 1 14410. 200. DY MX ; G* F: A1 |# `; k& O
, @. u9 @' j# ]1 w; [; L
6 I& M* Y3 m0 f" i$ T: W/ N0 H' Y' w: A+ G- l4 l2 f
** PLOT CARD. 0.100E+01 0.000E+00 0.800E+03 1 14401.000.800. DY MX ; k& k) G. }0 a0 H+ ]& B3 \1 B
& g) w0 c8 r' Z U; B( K
" M; n7 V% K& W5 @- K* W0 Z
! K2 {7 |$ ^' b0 ?+ P+ \
** PLOT CARD. 0.100E+01 0.000E+00 0.400E+03 1 14401.000.400. DY MX
& Z6 i% d, v9 e- @+ p9 k* k# s$ }) Z: j: G
4 Q8 \3 ^) b& n+ T+ N; ]- _
7 E6 U) Z, y# C
** PLOT CARD. 0.100E+01 0.000E+00 0.200E+03 1 14401.000.200. DY MX
( {/ ]; h# G# o( S3 f) U' z( W1 u; y9 _
3 S3 m6 c% ~" i+ |8 {" h2 @0 H* y7 G9 N4 V( G
** PLOT CARD. 0.100E+01 0.000E+00 0.800E+03 1 19401.000.800. MX R1 1 S; l- y" h% q; D5 \! V" r. z/ g3 W9 v
$ O5 k9 S4 o7 S% J5 V
. c# I' n, {+ j5 X- j1 [
5 D5 s1 R5 |1 }6 ]) r3 _
** PLOT CARD. 0.100E+01 0.000E+00 0.400E+03 1 19401.000.400. MX R1 . B# _7 h# N% g9 v9 b0 k0 a: l
' K2 ]& \' a$ D0 ?& } q% P, d" _2 H! |7 A8 R3 r9 A7 m
+ {& U. U' ^- ]/ ^' l4 R
** PLOT CARD. 0.100E+01 0.000E+00 0.200E+03 1 19401.000.200. MX R1 5 Y$ H; M: f; A" q( K1 B
) i& ~3 a, M+ r6 m! Q8 L
, ?/ Y& i/ ]+ |- C5 _) m. Q: O$ }+ M7 _5 h' b+ ]
BLANK CARD TERMINATING PLOT SPEC. CARDS. 1
% x0 O! b; d' L7 C& o
! X4 o9 w1 n) V, n# i4 N- _ CORE STORAGE FIGURES FOR PRECEDING DATA CASE NOW COMPLETED. --------------------------------------- PRESENT PROGRAM* t7 Y, w7 s8 w( a4 r) [4 F) ~% w ~
A VALUE OF -9999 INDICATES DEFAULT, WITH NO FIGURE AVAILABLE. FIGURE LIMIT (NAME)
! |4 s! q( L$ d0 \' C* Y% u SIZE LIST 1. NUMBER OF NETWORK NODES. 5 2002 (LBUS)
( {- N4 d$ p8 y( P3 T" N5 \ SIZE LIST 2. NUMBER OF NETWORK BRANCHES. 3 4500 (LBRNCH)2 U; G1 K% `0 e- w& n
SIZE LIST 3. NUMBER OF DATA VALUES IN R, L, C TABLES. 3 4500 (LDATA)
5 Z: e! J5 }, m# q& [ SIZE LIST 4. NUMBER OF ENTRIES IN SOURCE TABLE. 1 1500 (LEXCT): G% [5 C, i& ]& F5 r: D8 A7 w
SIZE LIST 5. STORAGE FOR (Y) AND TRIANGULARIZED (Y). NO. TIMES = 1 FACTORS = 3 9 90000 (LYMAT)* ?1 p+ w( U% F
SIZE LIST 6. NUMBER OF ENTRIES IN SWITCH TABLE. NO. FLOPS = -9999 2 800 (LSWTCH)" P$ ~. g; g" Z2 J3 g) p
SIZE LIST 7. NUMBER OF TOTAL DISTINCT ALPHANUMERIC (A6) PROGRAM NAMES 2 2500 (LSIZE7)
( Z' V9 R$ x7 m! {: L SIZE LIST 8. NUMBER OF PAST HISTORY POINTS FOR DISTRIBUTED LINES. -9999 90000 (LPAST)- C v3 D7 }: f
SIZE LIST 9. NUMBER OF NONLINEAR ELEMENTS. 0 250 (LNONL); s* Y( R$ G' _7 F$ u
SIZE LIST 10. NUMBER OF POINTS DEFINING NONLINEAR CHARACTERISTICS. 0 800 (LCHAR)
" {/ Y# b/ i- O Z SIZE LIST 11. NUMBER OF BRANCH OR SELECTIVE-NODE-VOLTAGE OUTPUTS. 2 1500 (LSMOUT)
7 ~; b; A C# [1 [; z SIZE LIST 12. NUMBER OF OUTPUT QUANTITIES (LIMITED ONLY WHEN PRINTING MAX ABSOLUTE VALUES). 3 1500 (LSIZ12): M3 L+ x$ z! A
SIZE LIST 16. TOTAL NUMBER OF TYPE-59 S.M. MASSES. 0 300 (LIMASS), o& F, I8 O: k5 N% S" n: H- T
SIZE LIST 17. NUMBER OF DYNAMIC SYNCHRONOUS MACHINES. 0 9 (LSYN)' r9 b0 V5 e5 g, R
SIZE LIST 18. NUMBER OF BRANCH POWER-AND-ENERGY OUTPUTS. 0 50 (MAXPE)) Q$ `/ m& \& G3 Y* h3 Z
SIZE LIST 19. FLOATING-POINT WORKING SPACE FOR ALL TACS ARRAYS. 137 10000 (LTACST)
6 x3 p \7 G5 v* U O2 N9 o SIZE LIST 20. RECURSIVE CONVOLUTION PARAMETER STORAGE FOR NON-COPIED BRANCH COMPONENTS. 0 10000 (LFSEM): h3 I8 u+ z4 ~' t$ z. m+ M
SIZE LIST 21. TOTAL STORAGE CELLS FOR MODAL-PHASE TRANSFORMATION MATRICES. 0 3000 (LFD)
; b" R: d2 Q5 {' |& x% K9 g SIZE LIST 22. NUMBER OF CELLS FOR CONVOLUTION HISTORY. -9999 5400 (LHIST)
* m/ U* _) @9 p( j1 s SIZE LIST 23. GIANT ARRAYS FOR RENUMBERING AND STEADY-STATE SOLUTION CALCULATIONS. 4 90000 (LSIZ23)+ _+ Q/ V0 G5 D6 ]$ _
SIZE LIST 24. NUMBER OF PHASES OF COMPENSATION, BASED ON MAXIMUM NODES. 0 9 (NCOMP)
* q6 i9 ]" @7 c( @6 ] SIZE LIST 25. FLOATING-POINT WORKING SPACE FOR U.M. ARRAYS. -9999 1800 (LSPCUM)3 F$ w8 r1 Q9 s% E4 p
SIZE LIST 26. SQUARE OF MAXIMUM NUMBER OF COUPLED PHASES. -9999 5000 (LSIZ26)# [1 l }) ?1 f# N4 ? b' H) E
ELECTROMAGNETIC TRANSIENTS PROGRAM (EMTP386) TIME =08/20/09 13.58.37 PLOT FILE = PLOT.PL4 4 _ M2 p8 M6 v7 C8 P2 A
ASSOCIATED USER DOCUMENTATION IS THE 864-PAGE EMTP RULE BOOK DATED JUNE, 1984. VERSION M40. VARDIM TIME/DATE =1637223 960610
/ {: Z( u7 o; R5 ?! V INDEPENDENT LIST LIMITS FOLLOW. TOTAL LENGTH OF /LABEL/ EQUALS 1637223 INTEGER WORDS. 2002 4500 4500 1500 90000
, d; f% ^8 K3 \5 p% Q 800 2500 90000 250 800 1500 1500 300 9 50 10000 10000 3000 5400 90000 9 1800 5000 300
3 C# C7 b( M* T- ` --------------------------------------------------+--------------------------------------------------------------------------------
9 f7 o; n, z" j& w DESCRIPTIVE INTERPRETATION OF NEW-CASE INPUT DATA 1 INPUT DATA CARD IMAGES PRINTED BELOW, ALL 80 COLUMNS, CHARACTER BY CHARACTER.3 i! u7 R9 r% M' p7 |
0 1 2 3 4 5 6 7 8
5 [' O4 f3 o, C& |3 y 0 0 0 0 0 0 0 0 0
! ^ y4 i- J/ B& q& V6 {: E, L --------------------------------------------------+--------------------------------------------------------------------------------
* `. H' K7 {8 D9 ?0 _ MARKER CARD PRECEDING NEW DATA CASE. 1BEGIN NEW DATA CASE ! q4 h) q) i$ ^. a. u
BLANK TERMINATION-OF-RUN CARD. 1 |
|