<span style="color:#444444;font-family:Tahoma, "font-size:14px;background-color:#FFFFFF;">ATP新手，点plotxy后出现The selected file contains no bytes,view LIS file如下，求大神解答3 j ?( ]7 y9 n
Alternative Transients Program (ATP), GNU Linux or DOS. All rights reserved by Can/Am user group of Portland, Oregon, USA. : Q3 R; D, x+ X N4 s* p- A+ N Date (dd-mth-yy) and time of day (hh.mm.ss) = 02-May-19 23:52:54 Name of disk plot file is jjj1.pl4& J @9 Y6 w$ M j$ J9 l
Consult the 860-page ATP Rule Book of the Can/Am EMTP User Group in Portland, Oregon, USA. Source code date is 19 September 2003. 4 |5 a& t2 E5 J3 U. J' M; qTotal size of LABCOM tables = 9872109 INTEGER words. 31 VARDIM List Sizes follow: 6002 10K 192K 900 420K 1200 15K 7 a& w6 ]! N0 @# C% b8 f 120K 2250 3800 720 1200 72800 510 90K 800 90 254 120K 100K 3K 15K 192K 120 30K 160K 600 210K 300 19 200 / J/ X$ r# g$ y1 [, U! d1 D--------------------------------------------------+-------------------------------------------------------------------------------- ; q& ?; ?1 [: A2 v1 r: v& O1 [Descriptive interpretation of input data cards. | Input data card images are shown below, all 80 columns, character by character 8 |. Y; l, Y- m+ b8 O 0 1 2 3 4 5 6 7 88 D4 x! _ ~% u& P/ M& M: y8 }
012345678901234567890123456789012345678901234567890123456789012345678901234567890" ~7 g) N4 Z3 H9 i2 v; \7 C
--------------------------------------------------+--------------------------------------------------------------------------------/ h% ^- p9 S% j6 S2 u
Comment card. KOMPAR > 0. |C data:JJJ1.ATP% x$ o) T$ @- j0 L
Marker card preceding new EMTP data case. |BEGIN NEW DATA CASE ; j& A; F& w4 S% N7 j' XComment card. KOMPAR > 0. |C -------------------------------------------------------- - L8 C4 e# G9 E1 v+ oComment card. KOMPAR > 0. |C Generated by ATPDRAW 五月, 星期四 2, 2019 3 B9 X i+ d* O* aComment card. KOMPAR > 0. |C A Bonneville Power Administration program 1 H. U: W6 @9 E# k) W) QComment card. KOMPAR > 0. |C by H. K. H鴌dalen at SEfAS/NTNU - NORWAY 1994-2015 2 z5 c7 r$ _& G9 g# Z9 ?' j* RComment card. KOMPAR > 0. |C --------------------------------------------------------5 C8 e1 H$ s1 F& F- `/ o7 K
Comment card. KOMPAR > 0. |C dT >< Tmax >< Xopt >< Copt ><Epsiln>( j. U9 ^" w0 z w0 {3 F& B
Misc. data. 1.000E-09 1.000E-03 0.000E+00 | 1.E-9 .001 " u" _- C; b3 }, UMisc. data. 500 1 1 1 1 0 0 1 0 0 | 500 1 1 1 1 0 0 1 0 8 y% y" @. Y% GComment card. KOMPAR > 0. |C 1 2 3 4 5 6 7 8( h$ d5 P i$ |+ f& E
Comment card. KOMPAR > 0. |C 345678901234567890123456789012345678901234567890123456789012345678901234567890 ) k! f4 ~+ l8 y: k& {. l9 VComment card. KOMPAR > 0. |C < n1 >< n2 ><ref1><ref2>< R >< L >< C > - c: y2 a5 ^' Y8 V2 S+ v+ mComment card. KOMPAR > 0. |C < n1 >< n2 ><ref1><ref2>< R >< A >< B ><Leng><><>03 Q: `# w8 |9 d N( @
Series R-L-C. 0.000E+00 0.000E+00 2.500E-04 | XX0001 250. 0 $ y2 e" U1 R' R; h0 H" h5 v 4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0001XX0003 4. 60. 3.E8 500. 1 0 0 $ e$ v- e+ R3 s& ySeries R-L-C. 0.000E+00 1.000E-01 0.000E+00 | XX0002XX0001 100. 0 # T8 j$ Q; [: f2 d 4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0004XX0005 4. 60. 3.E8 500. 1 0 08 l3 \: P. H4 R3 K7 G
4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0006XX0007 4. 60. 3.E8 500. 1 0 06 L' ^$ z) i3 m- l- h0 @% V
Series R-L-C. 2.000E+00 5.000E-07 0.000E+00 | XX0003XX0008 2. .0005 0 4 }; e( x. F x/ U3 j* e5 l7 a7 v 4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0007XX0009 4. 60. 3.E8 500. 1 0 0 2 g+ W& U: ^: ?/ h/ [9 [% e 4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0006XX0004 4. 60. 3.E8 500. 1 0 0 / \3 s% S% p) r% B" R3 y 4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0010XX0006 4. 60. 3.E8 500. 1 0 0+ C3 U3 p2 K! w) d& U
Series R-L-C. 0.000E+00 0.000E+00 2.500E-04 | XX0004 250. 0; [7 ^5 ?; ]: r9 {& H2 }& |
Series R-L-C. 0.000E+00 0.000E+00 2.000E-03 | XX0005 2.E3 03 X- W. p1 p" k- m
Series R-L-C. 0.000E+00 1.000E-01 0.000E+00 | XX0005XX0011 100. 0 $ T- u. e' A0 U/ ~3 aBlank card ending branches. IBR, NTOT = 12 12 |BLANK BRANCH ! n5 K, u. W1 A1 k; cComment card. KOMPAR > 0. |C < n 1>< n 2>< Tclose ><Top/Tde >< Ie ><Vf/CLOP >< type >+ ^2 E; \2 A9 @2 P. J* W; @. m* B# ?
Switch. 1.00E-04 1.00E+03 0.00E+00 0.00E+00 | XX0008XX0007 .0001 1.E3 0/ u# o( Q6 ?# _2 d k6 O
Blank card ending switches. KSWTCH = 1. |BLANK SWITCH % a1 |' @! P& o( o) W' f# QComment card. KOMPAR > 0. |C < n 1><>< Ampl. >< Freq. ><Phase/T0>< A1 >< T1 >< TSTART >< TSTOP >% l9 O1 [3 H" f+ h& F4 K8 Z0 E
Source. -2.20E+05 5.00E+01 0.00E+00 -1.00E+00 |14XX0002 0 -2.2E5 50. -1. 1. 1 ^; V" [: \2 O: P6 u8 R5 z5 }2 OSource. 2.20E+05 5.00E+01 0.00E+00 -1.00E+00 |14XX0011 0 2.2E5 50. -1. 1. , V: Y0 O: P) e% _+ DBlank card ends electric sources. KCONST = 2 |BLANK SOURCE2 p7 s& k, Y( R: S5 P% q' }6 i; u
' l8 V5 o( [; t# @7 QList of input elements that are connected to each node. Only the physical connections of multi-phase lines are shown (capacitive1 ]: e5 F% R4 _5 y! }) x
and inductive coupling are ignored). Repeated entries indicate parallel connections. Switches are included, although sources. ~! a; x4 O6 ^" ]; i5 u8 `
(including rotating machinery) are omitted -- except that U.M. usage produces extra, internally-defined nodes "UMXXXX".# b+ o5 s& f$ p3 m I
--------------+------------------------------; P* E! w6 j( M: L
From bus name | Names of all adjacent busses. * N7 I! M4 I' x v9 P1 |: W--------------+------------------------------; R% ]$ {* b" W4 a3 ]2 K
XX0001 |TERRA *XX0003*XX0002* $ m% i3 f! Y. `" B XX0003 |XX0001*XX0008*% h$ Z, i3 w5 n+ e1 r
XX0002 |XX0001* 5 ^* b& X/ |/ a, z5 p8 g2 y XX0004 |TERRA *XX0005*XX0006*; ?9 H( s- l; b2 D8 Z2 a
XX0005 |TERRA *XX0004*XX0011* # _; `2 i6 o! b5 F XX0006 |XX0004*XX0007*XX0010* 2 g, x8 D" U' S$ s1 ~5 v XX0007 |XX0006*XX0008*XX0009*# m& x% w, Z/ |" h# {7 R
XX0008 |XX0003*XX0007*9 v6 J: `7 Y1 e! D, t( [: k
XX0009 |XX0007*: b* k8 e D# o/ ?2 N- H/ t
XX0010 |XX0006* 0 ?7 k; [1 r o. s6 m XX0011 |XX0005*' d4 `+ M4 m S4 b% n
TERRA |XX0001*XX0004*XX0005* " J- Z; I0 T# ^; a--------------+------------------------------7 Z7 o* C; C! ?6 Q2 X: K, ?
Pi-equivalent branches of distributed circuits are added to the table of List Size 3 between indices 7 and 12. ! b* X9 `1 a6 v* l1 j8 U ( A; y% x4 M; \
Sinusoidal steady-state phasor solution, branch by branch. All flows are away from a bus, and the real part, magnitude, or "P" ! K7 r, D1 L! o* R4 C" K& W6 E4 W) w5 ois printed above the imaginary part, the angle, or "Q". The first solution frequency = 5.00000000E+01 Hertz.2 W6 ~5 F7 d; [, _
Bus K Phasor node voltage Phasor branch current Power flow Power loss , \, v9 `) l, x8 R( P Bus M Rectangular Polar Rectangular Polar P and Q P and Q - H( a5 n: d8 {" R- A2 N + o+ \7 L# {, \; m% c XX0001 149896.92103882 149896.92103893 -.0143924645304 11772.876648291 -.103916875E-12 -.103916875E-121 G7 Y t: ?- W
.18325054986281 0.0000700 11772.876648282 90.0000700 -.88235898067E9 82358980.6749818 , q0 y3 A, R6 M6 e1 \! o% b6 R: X : t4 Q; B* t6 z$ ^4 }9 K$ d, w TERRA 0.0 0.0 .01439246453038 11772.876648291 0.01 m. n2 y# h- R+ g! D, P
0.0 0.0 -11772.87664828 -89.9999300 0.02 Z/ S8 ~. b- Y5 S- @/ w- r8 x
) C- ]$ {* |! c& i H0 K. o XX0001 149896.92103882 149896.92103893 .00855941836339 1.3080632828924 641.63507836966 641.63507869584 - l' y7 h# t$ [% \! q+ }! y .18325054986281 0.0000700 1.3080352779679 89.6250777 -98035.22960451 -98035.2296045* D- t! V3 u0 p
/ K9 D; q) d2 y+ m( d3 v2 v
XX0003 149886.95534862 149892.66102285 .4352063227E-11 .435222396E-11 .3261832126E-67 O2 k8 e6 t S4 O
-1307.839756983 -0.4999221 -.374041076E-13 -0.4924204 -.427067548E-101 F$ k, z' @4 j+ o' s; Q
, y& n" {* B; f, R1 `0 _ F
XX0002 -220000. 220000. -.005833046167 11774.184683562 641.63507836944 .4357625372E-13 Q8 ~/ ]: A$ ^ _- R- B( K$ m
0.0 180.0000000 11774.18468356 90.0000284 .12951603152E10 77617331.0962029 / U' z1 u$ P1 F' k 9 L4 p3 W D# t# L* x& {- x; S XX0001 149896.92103882 149896.92103893 .00583304616699 11774.184683562 -641.6350783694. y) B" l9 A1 f* w' h
.18325054986281 0.0000700 -11774.18468356 -89.9999716 .882457015905E9+ f0 R. K9 b7 X' v% O3 ` y
( O- f9 p" u0 b) D8 y
XX0004 -.2945521752439 74.70160613923 5.869599743232 5.8696446842568 -.0065488056286 34457.12568473/ P3 B! w Q$ o
74.701025419982 90.2259207 .02296897199572 0.2242092 219.23594259248 -187.4023329 S. M; ^2 V/ X( v+ s4 a; d( K
+ e" P- w0 i$ v! _% Y/ B
XX0005 -11739.96572792 11739.969852465 -5.869994505896 5.8704633843495 34457.132233536 0 i5 D( T: b' O @- q; h -9.840933953513 -179.9519723 -.0741946611597 -179.2758401 -406.6382754849 & j# h. F) f& y: d' J , O. L" b7 d( U+ E% j1 ~ XX0006 4.2444868775879 74.505595921869 -.0012956034874 .00129986432335 .00116159796287 .00100320278347 2 B6 z# F! N6 k1 ]3 f8 i 74.384596220043 86.7341658 .10516112642E-3 175.3596074 -.0484096486471 -0.0242085 % F F! @, H8 u$ f $ t# e# O( y4 ? XX0007 6.1872099859972 74.476565829985 .64729984272E-3 .64991369084E-3 -.1583951794E-3 {. I; Y8 O2 z! ]/ F8 v' T) W
74.219116745063 85.2346076 -.5822988199E-4 -5.1403847 .02420115155163 2 a* \7 K4 b+ h3 Y, V! y1 F , Q' Y6 h; w, i" G* P2 q8 F XX0003 149886.95534862 149892.66102285 0.0 0.0 0.0 0.0 : g' s7 ?% a$ B# K -1307.839756983 -0.4999221 0.0 0.0 0.0 0.0 + x ]0 L5 T% {2 v ~$ W+ ] & T |1 Z. E4 V) O XX0008 149886.95534862 149892.66102285 0.0 0.0 0.0 5 d0 u' c- P6 t: v; }% C7 W+ E -1307.839756983 -0.4999221 0.0 0.0 0.0 , `5 @3 j% P& x) F) I : @ b0 M1 f2 e( \7 j/ r XX0007 6.1872099859972 74.476565829985 -.6472998427E-3 .64991369084E-3 .1583951794E-3 .1583951794E-3 # x: U2 h) t& o 74.219116745063 85.2346076 .58229881992E-4 174.8596153 -.0242011515516 -0.0242012 2 E L% K" t" Q) G$ [. u ]1 v2 ~& {# A& t! b- \8 H) f7 j XX0009 6.8344457064696 74.474449233014 -.285397164E-18 .3019492227E-17 -.112437082E-155 ?9 V7 |6 u, J1 M9 ?9 n
74.160191076116 84.7346155 -.300597435E-17 -95.4235936 -.310469864E-18 0 z' T4 p% R' H" D; | ) }8 f( |+ m- F- `! g8 | XX0006 4.2444868775879 74.505595921869 .00194445829654 .0019499653913 -.0013201166475 .00522868898108 ' u* K0 Q* P: K8 d9 S0 B 74.384596220043 86.7341658 -.1464478074E-3 -4.3071274 .07262967052585 -0.0242678 , g% X3 J- R* a% S 2 [( w6 e1 d+ c, n/ B XX0004 -.2945521752439 74.70160613923 -.0025949263561 .0026001733368 .00654880562858% w' Q5 I5 q! t' a( v
74.701025419982 90.2259207 .16510175041E-3 176.3594729 -.0968975143038 `2 L" p2 w2 z- E- k/ U, C
/ d( s" I& Q. E) m! Q XX0004 -.2945521752439 74.70160613923 -5.867004816876 5.8670504264591 -.68358947E-16 -.68358947E-162 a1 a$ O8 v3 {( ~$ _
74.701025419982 90.2259207 -.0231340737461 -179.7740793 -219.1390450782 -219.1390451 + A, r+ j% E; k. t6 d& [ . r7 R$ F: H$ s
TERRA 0.0 0.0 5.867004816876 5.8670504264591 0.0 7 X. i3 d6 d; n& d3 U8 U6 D- Q# [ 0.0 0.0 .02313407374613 0.2259207 0.0 . `' X. M1 i1 u! s3 g/ F4 q + p, u5 f0 F' a! A
XX0005 -11739.96572792 11739.969852465 6.1832411625641 7376.4406083741 .2248867759E-11 .2248867759E-11 $ ~/ p8 k* M! u2 s% ` -9.840933953513 -179.9519723 -7376.438016848 -89.9519723 -.4329959518E8 43299595.18040632 @: H9 M& d2 f U2 \5 T
# p4 d2 r. x! E, f
TERRA 0.0 0.0 -6.183241162564 7376.4406083741 0.00 E' B& }& l3 I0 Q( E- @" B5 p7 h
0.0 0.0 7376.4380168479 90.0480277 0.0 * {3 j. f9 ]/ U' @9 P* h * z% l$ }8 F5 z* e: G7 Z6 k' p
XX0005 -11739.96572792 11739.969852465 -.3132466566685 7376.5122181602 -34457.13223354 -.643041176E-12+ v% K) E) @& \
-9.840933953513 -179.9519723 7376.5122115091 90.0024331 .433000018187E8 54716345.0846804 * M8 Z* t u2 n) a" p7 |; U- y 2 k: O$ c$ Z& K2 Q F6 {. X& [ XX0011 220000. 220000. .31324665666851 7376.5122181602 34457.132233536+ [7 z$ |- R# h0 m! r
0.0 0.0 -7376.512211509 -89.9975669 .811416343266E96 y+ v' N: |- E1 U
Total network loss P-loss by summing injections = 3.509876731190E+04 + X) O" ~8 a2 `2 m $ _) l% ~* N) j/ {& dOutput for steady-state phasor switch currents. 4 X6 U) q" {9 t- g2 j( Z- s Node-K Node-M I-real I-imag I-magn Degrees Power Reactive' B+ A4 T; u- J; h
XX0008 XX0007 Open Open Open Open Open Open5 [3 @0 K* Y! i! j
# U' i* ~7 J1 Q3 C/ U/ e& fSolution at nodes with known voltage. Nodes that are shorted together by switches are shown as a group of names, with the printed 7 A0 X- \2 U: R gresult applying to the composite group. The entry "MVA" is SQRT( P**2 + Q**2 ) in units of power, while "P.F." is the. V, P" u( P# ~3 Q$ T
associated power factor.1 y$ k+ ~2 Y: N$ y4 h2 t- d& |
Node Source node voltage Injected source current Injected source power 6 \; i- M& R6 D" l Z+ Y: n& Z. x% x name Rectangular Polar Rectangular Polar P and Q MVA and P.F." ]/ L7 a& j4 N& u
% ]0 D/ x( _: K9 B, Q9 K
XX0002 -220000. 220000. -.005833046167 11774.184683562 641.63507836944 .12951603152E10 ; m' I0 @0 n; u1 q 0.0 180.0000000 11774.18468356 90.0000284 .12951603152E10 0.0000005! |. V0 _/ P, f9 L; }9 t- O! n
) J$ O* d Q' L t- O+ ` XX0011 220000. 220000. .31324665666851 7376.5122181602 34457.132233536 .811416343998E9% N o7 \& K! B, [4 h4 e. \+ G
0.0 0.0 -7376.512211509 -89.9975669 .811416343266E9 0.0000425 ' ^" G% T/ x. V, e2 Q - ?" s5 n' ?. o1 L2 c1 n8 g
- i$ T) W5 O3 P# k------------------------------------------------------------------------------------------------------------------------------------% R2 j g# p+ a" t2 G
ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ + l' P5 _0 P# Y. l. OERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/# L# c& ]/ d, ?8 \, N
------------------------------------------------------------------------------------------------------------------------------------ 7 [/ {4 t: J6 lYou lose, fella. The EMTP logic has detected an error condition, and is now going to terminate program execution. The following p4 {# b# e3 M/ T* X6 x
message summarizes the circumstances leading to this situation. Where an otherwise-unidentified data card is referred to, or where0 v: S6 v: E1 t1 Y3 V
the "last" card is mentioned, it is the most recently read card of the input data that is meant. The 80-column image of this card3 P L; v; M2 C$ F8 O+ }
is generally the last one printed out prior to this termination message. But possibly this last-read card has not yet been2 f0 L& I/ M8 t4 X6 B; X3 j4 K
displayed, so a copy follows:6 Z( Z8 ]" K4 U$ u# U" B
" XX0001XX0003XX0008XX0007XX0006XX0009XX0005XX0004 " " n4 B6 t5 {" f9 c! m' {8 c6 {* p KILL code number Overlay number Nearby statement number) r4 y, g/ ~$ C0 ?1 U' p2 }5 Y
102 12 1536, p; p- ?1 v2 b
KILL = 102. The total resistance for one particular mode of a constant-parameter, distributed transmission line is too large." x( V# Q; `. e3 Z/ a" h, S$ c
This is for linear branch number 2 (in order of data input) which connects bus "XX0001" with bus "XX0003". Resistance is to7 q; N& \5 o; u1 i5 S
be lumped, with half in the middle and a quarter at each end (variable IPUNCH of columns 53-54 is equal to -1). The total modal8 ]( i0 m' K. n. g
resistance of 2.00000000E+03 Ohms is unreasonably large when compared with the surge (characteristic) impedance of5 c4 ~1 Q2 L& v
6.00000000E+01 Ohms. Program logic can not handle any resistance that exceeds four times the characteristic impedance. For - @: q, o& e3 j$ Lnormal power lines, such values are absurd, anyway, so no sympathy is accorded.% z) N& y: Y2 ~
------------------------------------------------------------------------------------------------------------------------------------ . P! D& J/ K3 E: K: M/ v/ BERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/+ O% ~. ^0 K6 U8 _, G
ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/9 L; u( `( }& O; ^* U$ K
------------------------------------------------------------------------------------------------------------------------------------ 3 X9 P9 E* ~& d6 B% \0 ^ 7 B6 O/ x' ~1 A4 {! B
Actual List Sizes for the preceding solution follow. 02-May-19 23:52:548 j4 \! F/ Y; L' n: w6 x u# I! E
Size 1-10: 12 12 12 2 -9999 1 -9999 -9999 0 0, L3 r" q2 c) ?: h0 j/ c8 y
Size 11-20: 0 -9999 -9999 -9999 -9999 0 0 0 23 01 ]4 w0 _6 F m4 @
Size 21-30: 1 -9999 14 -9999 -9999 1 -9999 -9999 -9999 0 # H& p: N& x8 m f% g( ^Seconds for overlays 1-5 : 0.016 0.000 0.016 -- (CP: Wait; Real) _; \. l: X0 ~/ {. f/ u6 F
Seconds for overlays 6-11 : 0.016 0.000 0.016# }; {) X, y+ V: Q$ z8 B
Seconds for overlays 12-15 : 0.000 0.000 0.000 ; [; H1 o" h5 z. Z2 uSeconds for time-step loop : 0.000 0.000 0.000 8 m- l/ d3 I1 E4 m$ K$ t4 vSeconds after DELTAT-loop : 0.000 0.000 0.000 - G' {2 L1 g% y& U4 b --------------------------- 7 B" h( P) b0 k* {. K5 s Totals : 0.031 0.000 0.031
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狗仔卡
发表于 2019-5-3 00:03:54
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