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|
BEGIN NEW DATA CASE
C BENCHMARK DCNEW-24
C A collection of 19 simple cases for testing the usage of distributed line
C modeling. Most deal with constant-parameter (K. C. Lee) modeling. Several
C frequency-dependent test cases can be found elsewhere, such as DC-31, 41,
C 61, DCN4, DCN7, etc.
C 1st of 19 subcases is a test of 1-phase constant-parameter line.
C One switch is permanently closed. No transients. Plot of
C receiving end voltage is sinusoid.
C DIAGNOSTIC 0 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
.000100 .020 60. 60.
1 1 1 1 1 -1
2 -1 5 5 20 20
REC .001 { Near short at receiving end to ground } 3
-1SEND REC 0.3 0.4 12.6 100. { 1-phase distributed line
BLANK card ending branch cards
GEN SEND -1.0 1.0 { Permanently closed switch at sending end
BLANK card ending switch cards
14GEN 100. 60. { 60-Hz phasor solution } -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 5.992836086590E+01
C GEN
C SEND 100. 100. 1.1985672173179 1.9672525544427
C 0.0 0.0 -1.559974114699 -52.4640241
C Step Time REC REC SEND GEN REC
C TERRA TERRA
C 0 0.0 .001198266 .001198266 100. 100. 1.198266
C 1 .1E-3 .0012585558 .0012585558 99.92894726 99.92894726 1.258555833
1
C 200 .02 .0019138946 .0019138946 30.90169944 30.90169944 1.913894577
C Variable max : .0020173699 .0020173699 100. 100. 2.017369917
C Times of max : .0025 .0025 0.0 0.0 .0025
C Variable min : -.002017453 -.002017453 -99.9921044 -99.9921044 -2.01745286
C Times of min : .0108 .0108 .0083 .0083 .0108
PRINTER PLOT
194 4. 0.0 20. REC { Axis limits : (-2.017, 2.017)
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 2nd of 19 subcases involves use of trapped-charge source to initialize
C an initially-disconnected single-phase line. Later, energize the
C line by switch closure at 3 msec. The data was supplied by Dipl.
C Ing. Bernd Stein of FGH (Mannheim, Germany) during April of 1986.
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
.000100 .020 { Unlike 1st of 2 subcases, here XOPT = COPT = 0
1 1 0 1 1 -1
2 -1 5 5 20 20 { Switch to alternate on step 2
GEN SWITCH 39.8
SWITCH 1000.
-1SEND REC .3055 5.819 .0121 138.
BLANK card ending branch cards
SEND SWITCH .003 1.0 { Transient begins at 3 msec with closure
BLANK card ending switch cards
C 1 2 3 4 5 6 7 8
C 78901234567890123456789012345678901234567890123456789012345678901234567890
14GEN 100. 60. -1.0
14SEND -1 -100. .001 { Trapped-charge source } 5432.
C End multiple-frequency phasor solution data. The first source is a regular
C 60-Hertz generator, whereas the second has f = 1/1000 Hz for trapped charge
BLANK card ending source cards
C Total network loss P-loss by summing injections = 4.998874616296E+00
C Last gen: SEND -100. 100. -.17408297E-12 .10491662826E-5 .8704148513E-11
C Last gen: 0.0 180.0 -.1049166283E-5 -90.0000095 -.5245831413E-4
C Step Time REC SEND SWITCH GEN
C 0 0.0 -100. -100. 99.97749233 100.
C 1 .1E-3 -100. -100. 99.96299489 99.92894726
C 2 .2E-3 -100. -100. 99.80645119 99.71589003
1 { Request for the output of all four node voltages
C 200 .02 138.2909745 45.09406184 45.09406184 30.90169944
144 2. 0.0 20. SEND REC { Axis limits : (-2.510, 2.052)
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 3rd of 19 subcases to test a three-phase transposed constant-parameter
C distributed line. Narrow format was used (also in the next sub-case)
C initially. On May 28, 1998, Orlando Havia reported problem of a case
C which included a transposed line with wide format. After making code
C corrections in INDIST, we changed the current sub-case data from
C "narrow format" to "wide format". Same results were obtained, of course.
PRINTED NUMBER WIDTH, 12, 2, { Request maximum precision (for 8 output columns)
.000100 .020 60. 60.
1 1 1 1 1 -1
2 -1 5 5 20 20
RECA .001
RECB .001
RECC .001
C -1SENDA RECA 0.3 0.4 12.6 100.
C -2SENDB RECB .03 0.1 6.0 100.
C -3SENDC RECC
$VINTAGE, 1
-1SENDA RECA 0.3 0.4 12.6 100.
-2SENDB RECB .03 0.1 6.0 100.
-3SENDC RECC
$VINTAGE, 0
BLANK card ending branch cards
GENA SENDA -1.0 1.0
GENB SENDB -1.0 1.0
GENC SENDC -1.0 1.0
BLANK card ending switch cards
14GENA 100. 1.0 -1.
14GENB 100. 1.0 -1.
14GENC 100. 1.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 4.997365737714E+02
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn
C GENA SENDA 0.33315772E+01 -0.73376324E-01 0.33323851E+01
C GENB SENDB 0.33315772E+01 -0.73376324E-01 0.33323851E+01
C GENC SENDC 0.33315772E+01 -0.73376324E-01 0.33323851E+01
C Last gen: GENC
C Last gen: SENDC 100. 100. 3.3315771584762 3.3323850989622
C Last gen: 0.0 0.0 -.0733763238755 -1.2617070
C Step Time RECC RECB RECA SENDC SENDB SENDA
C *** Phasor I(0) = 0.3331577E+01 Switch "GENA " to "SENDA " closed
C *** Phasor I(0) = 0.3331577E+01 Switch "GENB " to "SENDB " closed
C *** Phasor I(0) = 0.3331577E+01 Switch "GENC " to "SENDC " closed
C 0 0.0 .003331577 .003331577 .003331577 100. 100. 100.
C 1 .1E-3 .003331623 .003331623 .003331623 99.9999803 99.9999803 99.9999803
1
C 200 .02 .003314635 .003314635 .003314635 99.2114701 99.2114701 99.2114701
C Variable max:.003332408 .003332408 .003332408 100. 100. 100.
C Times of max : .0036 .0036 .0036 0.0 0.0 0.0
C Variable min:.003314635 .003314635 .003314635 99.2114701 99.2114701 99.2114701
C Times of min : .02 .02 .02 .02 .02 .02
PRINTER PLOT
C 144 2. 0.0 20. RECA { Axis limits : (0.000, 3.332)
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 4th of 19 subcases
C Modified and simplied from BENCHMARK DCPR-13 to test the usage of
C transposed distributed line and its reference branches
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 13.E-3 60.
1 1 1 2 1 -1
5 5 20 20
-1ASW1 A5 .3 2.1146 0.645 50. 0
-2BSW1 B5 .0268 .5397 0.021 50. 0
-3CSW1 C5
-1ASW1 A6 ASW1 A5
-2BSW1 B6
-3CSW1 C6
0A5 1.
0B5 1.
0C5 1.
0A6 1.
0B6 1.
0C6 1.
BLANK card ending branch cards
BLANK card ending switch cards
14ASW1 303. 60. 0.0 -1.
14BSW1 303. 60. -120.0 -1.
14CSW1 303. 60. 120.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 8.795928756794E+02
C Node Source node voltage Injected source current Injected source power
C name Rectangular Polar Rectangular Polar P and Q MVA and P.F.
C ASW1 303. 303. 1.9352978562803 22.293386285746 293.19762522646 3377.4480222904
C 0.0 0.0 -22.20922543208 -85.0198618 3364.6976529601 0.0868104
A5 B5 C5 A6 B6 C6
C Step Time A5 B5 C5 A6 B6 C6
C 0 0.0 .9654332167 -10.1517405 9.186307306 .9654332167 -10.1517405 9.186307306
C 1 .1E-3 1.385353722 -10.3220076 8.9366539 1.385353722 -10.3220076 8.9366539
C 2 .2E-3 1.803446283 -10.4789931 8.675546863 1.803446283 -10.4789931 8.675546863
C 3 .3E-3 2.218965817 -10.6207468 8.401781028 2.218965817 -10.6207468 8.401781028
BLANK card ending the specification of program outputs (node voltages, here)
C 130 .013 -10.7903488 2.749051379 8.041297426 -10.7903488 2.749051379 8.041297426
C Variable max: 11.19141912 11.20899525 9.186307306 11.19141912 11.20899525 9.186307306
C Times of max: .0039 .0095 0.0 .0039 .0095 0.0
C Variable min: -11.2139841 -11.1984112 -11.197694 -11.2139841 -11.1984112 -11.197694
C Times of min: .0123 .0012 .0067 .0123 .0012 .0067
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 5th of 19 subcases to test the usage of untransposed constant-
C parameter distributed line
PRINTED NUMBER WIDTH, 12, 2, { Request maximum precision (for 8 output columns)
.000100 .020 60. 60.
1 1 1 1 1 -1
2 -1 5 5 20 20
RECA .001
RECB .001
RECC .001
$VINTAGE, 1
-1SENDA RECA 3.01532E-01 6.91748E+02 1.19375E+05-1.38000E+02 1 3
-2SENDB RECB 2.80361E-02 2.90916E+02 1.82804E+05-1.38000E+02 1 3
-3SENDC RECC 2.80251E-02 2.76507E+02 1.81679E+05-1.38000E+02 1 3
$VINTAGE, 0
0.58094800 0.70710678 -0.40960438
0.00000000 0.00000000 0.00000000
0.57008669 0.00000000 0.81513711
0.00000000 0.00000000 0.00000000
0.58094800 -0.70710678 -0.40960438
0.00000000 0.00000000 0.00000000
BLANK card ending branch cards
GENA SENDA -1.0 1.0
GENB SENDB -1.0 1.0
GENC SENDC -1.0 1.0
BLANK card ending switch cards
14GENA 100. 1.0 -1.
14GENB 100. 1.0 -1.
14GENC 100. 1.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 3.552806493326E+02
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn Degrees Power Reactive
C GENA SENDA 2.42187574E+00 -3.00608892E-01 2.44046057E+00 -7.0755 1.21093787E+02 1.50304446E+01
C GENB SENDB 2.26186151E+00 -2.55853363E-01 2.27628611E+00 -6.4537 1.13093076E+02 1.27926682E+01
C GENC SENDC 2.42187574E+00 -3.00608892E-01 2.44046057E+00 -7.0755 1.21093787E+02 1.50304446E+01
C First 9 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Step Time RECC RECB RECA SENDC SENDB SENDA GENA GENB GENC
C *** Phasor I(0) = 2.4218757E+00 Switch "GENA " to "SENDA " closed in the steady-state.
C *** Phasor I(0) = 2.2618615E+00 Switch "GENB " to "SENDB " closed in the steady-state.
C *** Phasor I(0) = 2.4218757E+00 Switch "GENC " to "SENDC " closed in the steady-state.
C 0 0.0 .002421876 .002261861 .002421876 100. 100. 100. 100. 100. 100.
C 1 .1E-3 .002422064 .002262022 .002422064 99.9999803 99.9999803 99.9999803 99.9999803 99.9999803 99.9999803
C 2 .2E-3 .002422252 .002262182 .002422252 99.999921 99.999921 99.999921 99.999921 99.999921 99.999921
C 3 .3E-3 .002422439 .002262341 .002422439 99.9998223 99.9998223 99.9998223 99.9998223 99.9998223 99.9998223
1 { Request for output of all node voltages
C 200 .02 .00244052 .002276156 .00244052 99.2114701 99.2114701 99.2114701 99.2114701 99.2114701 99.2114701
C Variable max : .002440525 .002276343 .002440525 100. 100. 100. 100. 100. 100.
C Times of max : .0197 .018 .0197 0.0 0.0 0.0 0.0 0.0 0.0
C Variable min : .002421876 .002261861 .002421876 99.2114701 99.2114701 99.2114701 99.2114701 99.2114701 99.2114701
C Times of min : 0.0 0.0 0.0 .02 .02 .02 .02 .02 .02
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 6th of 19 subcases to test the usage of untransposed distributed
C line and its reference branches
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 500.E-6 60.
1 1 1 2
$VINTAGE, 1
-1ASW1 A5 3.01532E-01 6.91748E+02 1.19375E+05 1.38000E+02 1 3
-2BSW1 B5 2.80361E-02 2.90916E+02 1.82804E+05 1.38000E+02 1 3
-3CSW1 C5 2.80251E-02 2.76507E+02 1.81679E+05 1.38000E+02 1 3
$VINTAGE, 0
C Note about preceding K.C. Lee branch cards. As punched by LINE CONSTANTS,
C the length of 138 miles (4th number of each phase card) has an appended
C minus sign. But as explained in the April, 2001, newsletter, this serves
C no useful purpose. To illustrate that it no longer is necessary (following
C branch data restructuring around 1997), the minus signs will be erased from
C columns 63 here and in all following subcases. To see the original that
C includes minus signs, see preceding subcase (unchanged). 14 December 2000
0.58094800 0.70710678 -0.40960438
0.00000000 0.00000000 0.00000000
0.57008669 0.00000000 0.81513711
0.00000000 0.00000000 0.00000000
0.58094800 -0.70710678 -0.40960438
0.00000000 0.00000000 0.00000000
-1ASW1 A6 ASW1 A5
-2BSW1 B6
-3CSW1 C6
0A5 1.
0B5 1.
0C5 1.
0A6 1.
0B6 1.
0C6 1.
BLANK card ending branch cards
BLANK card ending switch cards
14ASW1 303. 60. 0.0 -1.
14BSW1 303. 60. -120.0 -1.
14CSW1 303. 60. 120.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 2.046556158911E+02
C Node Source node voltage Injected source current Injected source power
C name Rectangular Polar Rectangular Polar P and Q MVA and P.F.
C ASW1 303. 303. .60039311915995 7.1926653847594 90.959557552733 1089.688805791
C 0.0 0.0 -7.167563284658 -85.2117798 1085.8858376257 0.0834730
A5 B5 C5 A6 B6 C6
C First 6 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Step Time A5 B5 C5 A6 B6 C6
C 0 0.0 .3028039653 -3.45224148 3.184683842 .3028039653 -3.45224148 3.184683842
C 1 .1E-3 .4433227265 -3.51422565 3.106709385 .4433227265 -3.51422565 3.106709385
C 2 .2E-3 .5832573875 -3.57180736 3.024871794 .5832573875 -3.57180736 3.024871794
C 3 .3E-3 .7223632078 -3.62431333 2.938735696 .7223632078 -3.62431333 2.938735696
C 4 .4E-3 .8604425105 -3.67166896 2.848423493 .8604425105 -3.67166896 2.848423493
C 5 .5E-3 .9972990773 -3.71380695 2.754063524 .9972990773 -3.71380695 2.754063524
BLANK card ending the specification of program outputs (node voltages, here)
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 7th of 19 subcases.
C Illustration of usage of J. Marti's freq-depent line and its reference branches
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 300.E-6 60.
1 1 1 2
C PUNCHED CARD OUTPUT OF "JMARTI SETUP" WHICH BEGAN AT 14.32.51 09/14/82
C 1.3636 .05215 4 1.602 -20.75 50. 50.
C 1.3636 .05215 4 1.602 -19.25 50. 50.
C 2.3636 .05215 4 1.602 - 0.75 77.5 77.5
C 2.3636 .05215 4 1.602 0.75 77.5 77.5
C 3.3636 .05215 4 1.602 19.25 50. 50.
C 3.3636 .05215 4 1.602 20.75 50. 50.
C 0.5 2.61 4 0.386 -12.9 98.5 98.5
C 0.5 2.61 4 0.386 12.9 98.5 98.5
C
C 100. 5000. 1 138. 1 3-2
C 100. 60.00 1 138. 1 3
C 100. .01 1 138. 1 9 10 3
C
-1ASW1 A5 2. -2 3 1
18 0.47487144790587633736E+03
-0.117967342612603676E+01 -0.316671345021416945E+01 0.255662317832426673E+02
-0.601654631032706213E+02 -0.118825306534453652E+03 0.128169142098635430E+04
0.589610442538186533E+04 0.292891488173549769E+05 0.115665757459954655E+06
0.456394278488149546E+06 0.153681652821077613E+07 0.681848054466802243E+07
0.155477562610202006E+08 0.231789897204889809E+08 0.143827766961221036E+08
0.241524708800130989E+08 0.245049034784953832E+08 0.476808364145524129E+08
0.321645453133055891E+00 0.897616891499021768E+00 0.165632367032913183E+01
0.166669419493737986E+01 0.253073682990780913E+01 0.200014655383098283E+02
0.124257951002701473E+03 0.657345842950598183E+03 0.278623017775457413E+04
0.117145310573639467E+05 0.427410884649070877E+05 0.202553264108715757E+06
0.968789502295299084E+06 0.296908522006270138E+07 0.737968316276072920E+07
0.121009167337626640E+08 0.132891445947112725E+08 0.252097199908134253E+08
14 0.86849922355034181931E-03
0.580543547692016874E-01 0.269744993210885436E+00 0.358646519088149721E+00
0.775351125410302933E+00 0.512138885239557462E+01 0.838265420474258915E+01
0.700229782114550385E+02 0.393084113996385128E+03 0.138208543918962840E+04
0.706160326497018531E+03 0.527246586822120662E+04 0.528343251309079615E+05
0.178307801042203880E+08 -0.178914532139174500E+08
0.228360173022402533E+02 0.102750699821169636E+03 0.139222638455845377E+03
0.269608322018776320E+03 0.389220463867018722E+03 0.427793721751318500E+03
0.132148883486994549E+04 0.277178340638843952E+04 0.449341296469570784E+04
0.596603161966094024E+04 0.114714152641659587E+05 0.268314807408425590E+05
0.204027813729699328E+05 0.204231841543429041E+05
-2BSW1 B5 2. -2 3 1
13 0.28580875773089406522E+03
0.381761604345214016E+04 -0.269529222495194318E+04 0.445018224900628539E+03
0.214658130219351907E+03 0.897325461203551775E+02 0.130480129629523390E+03
0.683037485206990933E+02 0.746626715384045969E+02 0.133938729387751110E+04
0.249954495902361043E+04 0.187764116219525090E+05 0.391031620802855759E+06
0.562668431190421223E+07
0.358668999787749571E+01 0.376679186833120605E+01 0.706439034439901437E+01
0.109721634064781350E+02 0.140506334140286961E+02 0.234292596911152251E+02
0.407686998675834982E+02 0.797598814775078289E+02 0.129106739969348078E+04
0.242138030939135859E+04 0.182362646041542116E+05 0.379814243183306855E+06
0.548808385606378759E+07
13 0.74123751236187229426E-03
0.192189595814863363E+02 0.210970481418782463E+01 0.383406546226866283E+02
0.307999912886148377E+02 0.634013410317139090E+03 -0.253243195247046863E+03
0.210540381301789816E+05 0.755533947306502050E+05 0.229576557459444489E+07
0.607777584135737231E+13 -0.156620677810598129E+13 0.153143851607186420E+13
-0.604300997216751013E+13
0.325736126030671755E+04 0.366694913707514260E+03 0.675727697588602189E+04
0.516024976370228876E+04 0.249456113770459378E+05 0.115067772934717399E+06
0.105205466546493019E+06 0.240930799961836921E+06 0.633276538663731131E+06
0.975820481990592802E+06 0.976796302472583498E+06 0.974176721795814519E+06
0.975150898517610403E+06
-3CSW1 C5 2. -2 3 1
13 0.27248404992352924125E+03
0.928429573805075023E+03 0.205756155237142632E+03 0.538106630554037608E+03
0.105199818376817531E+03 0.821382476778671116E+02 0.133356875032521778E+03
0.654774478488469374E+02 0.612546121562179922E+02 0.905544916173387175E+02
0.973244316091135204E+03 0.267481871266201051E+04 0.138566411938941123E+05
0.646075558955914967E+06
0.297277477955690506E+01 0.413177069940672514E+01 0.739410817322770197E+01
0.103072536754267949E+02 0.135874091964585515E+02 0.234792992956042887E+02
0.384075708508238121E+02 0.692539345057236435E+02 0.997101922255402791E+02
0.941460937860312015E+03 0.259295974388396348E+04 0.134538093446956691E+05
0.628668738677182439E+06
20 0.74871165651714274120E-03
0.249456855794677017E-01 0.516637614002139312E+01 0.435227595525510835E+01
0.696293545843379624E+01 0.113102519337405665E+02 0.107077756312168120E+02
0.136526319661978881E+02 0.103057494642840792E+03 0.647491597081196815E+03
0.221213037293261823E+04 0.164010494681972204E+05 0.517776934139508076E+05
0.393233870054795443E+06 -0.101893253559274247E+05 -0.173413454816459129E+06
0.524218185885897590E+06 0.711044562955687729E+12 -0.559640645251973480E+12
0.582892127161358521E+12 -0.734296849907947113E+12
0.887741958857318814E+01 0.183177145564733675E+04 0.151655674045953921E+04
0.245910936284398730E+04 0.383273362703089043E+04 0.399285585783856465E+04
0.496339281485561617E+04 0.253464455063045348E+05 0.272156609769823021E+05
0.475215596432249440E+05 0.149791320991727040E+06 0.333884409922466803E+06
0.541583000670874084E+06 0.670984155731562481E+06 0.569769858667429973E+06
0.132622344670840449E+07 0.440534234233555838E+07 0.440974768467789434E+07
0.436787151891064062E+07 0.437223939042955148E+07
0.57154434 0.70710678 -0.41761362
0.00000000 0.00000000 0.00000000
0.58879039 0.00000000 0.80696823
0.00000000 0.00000000 0.00000000
0.57154434 -0.70710678 -0.41761362
0.00000000 0.00000000 0.00000000
-1ASW1 A6 ASW1 A5 1
-2BSW1 B6 1
-3CSW1 C6 1
0A5 1.
0B5 1.
0C5 1.
0A6 1.
0B6 1.
0C6 1.
BLANK card ending branch cards
BLANK card ending switch cards
14ASW1 303. 60. 0.0 -1.
14BSW1 303. 60. -120.0 -1.
14CSW1 303. 60. 120.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 2.133855256689E+02
C Node Source node voltage Injected source current Injected source power
C name Rectangular Polar Rectangular Polar P and Q MVA and P.F.
C ASW1 303. 303. .67037929574644 7.1896162837701 101.56246330559 1089.2268669912
C 0.0 0.0 -7.158294064069 -84.6498145 1084.4815507065 0.0932427
A5 B5 C5 A6 B6 C6
C First 6 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 6 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time A5 B5 C5 A6 B6 C6 ASW1 BSW1
C A5 B5
C CSW1 ASW1 BSW1 CSW1
C C5 A6 B6 C6
C 0 0.0 .3364801616 -3.43708937 3.192249668 .3364801616 -3.43708937 3.192249668 .3351896479 -3.30243673
C 3.056683557 .3351896479 -3.30243673 3.056683557
C 1 .1E-3 .4768147829 -3.49823033 3.114777824 .4768147829 -3.49823033 3.114777824 .4699942576 -3.36074443
C 2.9818637 .4699942576 -3.36074443 2.9818637
C 2 .2E-3 .6165162541 -3.55507115 3.033529893 .6165162541 -3.55507115 3.033529893 .6039611281 -3.41481401
C 2.903532996 .6039611281 -3.41481401 2.903532996
C 3 .3E-3 .7553410187 -3.60686214 2.947972502 .7553410187 -3.60686214 2.947972502 .7370685919 -3.46403253
C 2.821077973 .7370685919 -3.46403253 2.821077973
BLANK card ending the specification of program outputs (node voltages, here)
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 8th of 19 subcases.
C Modified BENCHMARK DC-12
C One copy of the special double-circuit is added to this subcase to
C demonstrate the skipping of calculation of the transformation matrix
C for continuously transposed lines once the needed matrix has already
C been calculated before. Note that List 21 usage is shown to be 45
C for this subcase: 6x6 + 3x3 = 45. However, before December, 1997,
C List 21 from ATP or BPA's EMTP would be 162 = 2 x ( 6x6 + 3x3 + 6x6 )
$NEW EPSILN, 1.E-9, { Not needed; Just added to prove the card is recognized
C $WATCH, 25, { Illustrate extra echoing of cards to CRT periodically (every 25th)
PRINTED NUMBER WIDTH, 12, 2, { Full precision on each of 9 columns of printout
.000050 .025 60.
1 1 1 3 1 -1
5 5 20 20 100 100
0CJA X32A .01 1
0CJB X32B .01 1
0RAA XA .01
0RAB XB .01
0RAGA RAA 26. 1
0RAGB RAB 26. 1
0RAGC RAC 26. 1
0CJGA CJA 28.
0CJGB CJB 28.
0CJGC CJC 28.
0VC Y17C 26.
0VB Y17B 26.
0VA Y17A 26.
0RAA YA .01 1
0RAB YB .01 1
0RAC YC .01 1
0XC 1680.
0X16B T 1.0E18 2
0X16C T 1.0E18 2
0X16A T 1.0E18 2
0T 65. 1
1XA X1A .3545 3.2009.0476
2XB X1B .2599 1.543-.0088.349 3.2067.0449
3XC X1C .2624 1.484-.006 .2599 1.543 -.0087.3545 3.2009.0479
4YA Y1A .2619 1.128-.0008.2595 1.1848-.0018.2622 1.2824-.0025
.3657 3.6724 .0363
5YB Y1B .2615 1.0374-.0004.2592 1.0834-.001 .2619 1.1492-.0011
.2624 1.5455-.0052.3656 3.6724.0361
6YC Y1C .261 .9663 -.0003.2588 1.005 -.0007.2616 1.054 -.0006
.2623 1.3076-.002 .2624 1.551 -.0053.3656 3.6724 .036
1X1A X2A 1.05749.547 .1421
2X1B X2B .7752 4.602 -.026 1.042 9.564 .1353
3X1C X2C .7826 4.426 -.018 .7752 4.602 -.02561.057 9.547 .1428
4Y1B Y2B .7811 3.366 -.0023.7741 3.534 -.0055.7822 3.825 -.0074
1.091 10.95 .1084
5Y1A Y2A .7799 3.094 -.0013.7732 3.231 -.0031.7813 3.427 -.0032
.7827 4.609 -.01541.091 10.95 .1076
6Y1C Y2C .7785 2.882 -.0009.772 2.998 -.0022.7802 3.145 -.0018
.7822 3.9 -.0059.7827 4.625 -.01591.091 10.95 .0357
-1X2A X16A 0.58213.4008.00912 70.
-2X2B X16B .034160.6790.01663 70.
-3X2C X16C .034941.0952.01163 70.
-4Y2A Y16A
-5Y2B Y16B
-6Y2C Y16C
1X16C X17C .6198 5.596 .08325
2X16A X17A .4545 2.698 -.0156.6110 5.606 .079
3X16B X17B .459 2.5945-.0107.4545 2.6975-.0156.6198 5.596 .08325
1X17C X18C X16C X17C
2X17A X18A
3X17B X18B
1X18C X19C X16C X17C
2X18A X19A
3X18B X19B
1X19A X20A X16C X17C
2X19B X20B
3X19C X20C
1X20A X21A X16C X17C
2X20B X21B
3X20C X21C
1X21A X22A X16C X17C
2X21B X22B
3X21C X22C
1X22A X23A X16C X17C
2X22B X23B
3X22C X23C
1X23A X24A X16C X17C
2X23B X24B
3X23C X24C
1X24A X25A X16C X17C
2X24B X25B
3X24C X25C
1X25A X26A X16C X17C
2X25B X26B
3X25C X26C
1X26A X27A X16C X17C
2X26B X27B
3X26C X27C
1X27A X28A X16C X17C
2X27B X28B
3X27C X28C
1X28A X29A X16C X17C
2X28B X29B
3X28C X29C
1X29A X30A X16C X17C
2X29B X30B
3X29C X30C
1X30A X31A X16C X17C
2X30B X31B
3X30C X31C
1X31A X32A X16C X17C
2X31B X32B
3X31C X32C
C 3 July 1987. Change 3 column-80 "1"-punches to "2"-punches that do work:
-1Y16C Y17C .316 752. 123.E3 31. 1 2
-2Y16B Y17B .03 370. 179.E3 31. 1 2
-3Y16A Y17A 2
-1Z2A Z16A 0.58213.4008.00912 70.
-2Z2B Z16B .034160.6790.01663 70.
-3Z2C Z16C .034941.0952.01163 70.
-4W2A W16A
-5W2B W16B
-6W2C W16C
BLANK card ending branch cards
CJC X32C -1. .016 0.1
RAC XC -1. .016 0.1 2
X16C T -1. .2 0.
BLANK card ending switch cards
14VA 305418. 60. -1.5 -1.
14VB 305418. 60. -121.5 -1.
14VC 305418. 60. 118.5 -1.
14RAGA 301954. 60. 0.0 -1.
14RAGB 301954. 60. -120.0 -1.
14RAGC 301954. 60. 120.0 -1.
14CJGA 303109. 60. 12.0 -1.
14CJGB 303109. 60. -108.0 -1.
14CJGC 303109. 60. 132.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 4.180325863363E+08
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn Degrees Power Reactive
C CJC X32C -3.03835446E+02 1.96678065E+03 1.99011108E+03 98.7818 2.52324369E+08 1.09783096E+08
C RAC XC 3.89924585E+02 1.48620772E+03 1.53650726E+03 75.2991 1.67214580E+08 1.41728176E+08
C X16C T 2.01571906E+02 3.47025479E+03 3.47610408E+03 86.6757 3.92707235E+08 5.40318069E-07
X16C { Request this single node-voltage output
C First 8 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 9 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time X16B X16C X16A Y16C Y16B Y16A RAC X16C CJA
C T T T Y17C Y17B Y17A XC X32A
C
C CJB RAGA RAGB RAGC RAA RAB RAC T
C X32B RAA RAB RAC YA YB YC TERRA
C *** Phasor I(0) = -3.0383545E+02 Switch "CJC " to "X32C " closed in the steady-state.
C *** Phasor I(0) = 3.8992458E+02 Switch "RAC " to "XC " closed in the steady-state.
C *** Phasor I(0) = 2.0157191E+02 Switch "X16C " to "T " closed in the steady-state.
C 0 0.0 -78763.148 0.0 356989.678 20286.0902 17732.2707 17066.6167 0.0 13102.1739 380.757922
C -18.016564 -303.41193 324.866491 159.741413 116.579991 -2.6766895 -230.18317 201.571906
C 1 .5E-4 -68915.376 0.0 360816.716 20407.8874 17886.2544 17096.3562 0.0 8847.92818 377.20114
C -7.6834907 -305.95716 323.27785 139.58148 116.957369 3.56749107 -222.26151 136.121972
C 2 .1E-3 -59044.256 0.0 364517.492 20524.3074 18037.9341 17115.5471 0.0 4590.95371 373.510323
C 2.65240363 -308.39143 321.573081 119.370765 117.291738 9.81114053 -214.25988 70.6300571
BLANK card ending output variable requests (here, just one node voltage)
PRINTER PLOT { Axis limits: (-3.870, 2.119)
Voltage across switch (RAC,XC), which opens at 16 milliseconds.
184 1. 15. 30. RAC XC Recovery voltage
C $WATCH, 9999, { Turn off echoing of cards to CRT, in case other solutions follow
BLANK card terminating plot cards
BEGIN NEW DATA CASE
C 9th of 19 subcases was added 15 October 1998, forcing the former 9th down
C one slot to become 10th. This data is from Mrvic in Belgrade, Yugoslavia,
C an did not have the correct number of output variables prior to Oct. 15.
C The problem was the 4-punch in column 80 of the Type-92 nonlinear element,
C which immediately followed a distributed line.
.00001 .00002
1 1
$VINTAGE, 1
-1IN_A NG1A 3.82540E-01 8.09455E+02 2.03339E+05 50. 1
-2IN_B NG1B 1.19938E-01 3.99423E+02 2.92989E+05 50. 1
-3IN_C NG1C 50. 1
$VINTAGE, 0
92NG1A NG1AZ 4444. 4
0.0 0.0
0.0001 71000.
0.001 118000.
1000. 165000.
3000. 175000.
9999.
NG1AZ .1 1
BLANK card ending branches
BLANK card ending switches
14IN_A 0 89814.62 50. -1. 1.
BLANK card ending sources
C Total network loss P-loss by summing injections = 2.199411143818E+02
NG1A
C Step Time NG1A NG1A NG1A NG1AZ
C NG1AZ NG1AZ TERRA
C 0 0.0 0.0 90001.353 0.0 0.0
C 1 .1E-4 41.7463699 90000.7723 .208732E-3 .463845E-3
C 2 .2E-4 41.7438354 89999.6135 .626183E-3 .463822E-3
BLANK card ending node names for voltage output
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 10th of 19 subcases.
C Modified BENCHMARK DC-12
C J. Marti representation of a 12-phase, continuously-tranposed line,
C and a copy of it (via the usage of the reference branch feature) are
C used to replace the original special double-circuit representation.
$NEW EPSILN, 1.E-9, { Not needed; Just added to prove the card is recognized
C $WATCH, 25, { Illustrate extra echoing of cards to CRT periodically (every 25th)
PRINTED NUMBER WIDTH, 12, 2, { Full precision on each of 9 columns of printout
.000050 .025 60.
1 1 1 3 1 -1
5 5 20 20 100 100
0CJA X32A .01 1
0CJB X32B .01 1
0RAA XA .01
0RAB XB .01
0RAGA RAA 26. 1
0RAGB RAB 26. 1
0RAGC RAC 26. 1
0CJGA CJA 28.
0CJGB CJB 28.
0CJGC CJC 28.
0VC Y17C 26.
0VB Y17B 26.
0VA Y17A 26.
0RAA YA .01 1
0RAB YB .01 1
0RAC YC .01 1
0XC 1680.
0X16B T 1.0E18 2
0X16C T 1.0E18 2
0X16A T 1.0E18 2
0T 65. 1
1XA X1A .3545 3.2009.0476
2XB X1B .2599 1.543-.0088.349 3.2067.0449
3XC X1C .2624 1.484-.006 .2599 1.543 -.0087.3545 3.2009.0479
4YA Y1A .2619 1.128-.0008.2595 1.1848-.0018.2622 1.2824-.0025
.3657 3.6724 .0363
5YB Y1B .2615 1.0374-.0004.2592 1.0834-.001 .2619 1.1492-.0011
.2624 1.5455-.0052.3656 3.6724.0361
6YC Y1C .261 .9663 -.0003.2588 1.005 -.0007.2616 1.054 -.0006
.2623 1.3076-.002 .2624 1.551 -.0053.3656 3.6724 .036
1X1A X2A 1.05749.547 .1421
2X1B X2B .7752 4.602 -.026 1.042 9.564 .1353
3X1C X2C .7826 4.426 -.018 .7752 4.602 -.02561.057 9.547 .1428
4Y1B Y2B .7811 3.366 -.0023.7741 3.534 -.0055.7822 3.825 -.0074
1.091 10.95 .1084
5Y1A Y2A .7799 3.094 -.0013.7732 3.231 -.0031.7813 3.427 -.0032
.7827 4.609 -.01541.091 10.95 .1076
6Y1C Y2C .7785 2.882 -.0009.772 2.998 -.0022.7802 3.145 -.0018
.7822 3.9 -.0059.7827 4.625 -.01591.091 10.95 .0357
C <++++++> Cards punched by support routine on 11-Nov-18 11.00.00 <++++++>
C **** UNTRANSPOSED K.C. Lee line calculated at 6.000E+01 HZ. ****
C LINE CONSTANTS
C UNTRANSPOSED
C BRANCH SENDA RECA SENDB RECB SENDC RECC SENDD RECD SENDE RECE SENDF RECF
C 1.3636 .0561 4 0.0 1.602 -20.75 48.9 48.9
C 2.3636 .0561 4 0.0 1.602 -19.25 48.9 48.9
C 3.3636 .0561 4 0.0 1.602 - 0.75 76.4 76.4
C 4.3636 .0561 4 0.0 1.602 0.75 76.4 76.4
C 5.3636 .0561 4 0.0 1.602 19.25 48.9 48.9
C 6.3636 .0561 4 0.0 1.602 20.75 48.9 48.9
C 7.3636 .0561 4 0.0 1.602 129.25 48.9 48.9
C 8.3636 .0561 4 0.0 1.602 130.75 48.9 48.9
C 9.3636 .0561 4 0.0 1.602 149.25 76.4 76.4
C 10.3636 .0561 4 0.0 1.602 150.75 76.4 76.4
C 11.3636 .0561 4 0.0 1.602 169.25 48.9 48.9
C 12.3636 .0561 4 0.0 1.602 170.75 48.9 48.9
C 0.5 2.61 4 0.0 .386 -12.9 113.3 113.3
C 0.5 2.61 4 0.0 .386 12.9 113.3 113.3
C 0.5 2.61 4 0.0 .386 137.1 113.3 113.3
C 0.5 2.61 4 0.0 .386 162.9 113.3 113.3
C BLANK card ending conductors
C 100. 60. 1 1 1 0 1.00 1
C The transformation matrix was calculated at 6.00000000E+01 Hz.
$VINTAGE, 1
-1X2A X16A 1.14912E+00 1.75215E+03 1.01525E+05 1.00000E+01 1 C
-2X2B X16B 6.19497E-02 9.62871E+02 1.65713E+05 1.00000E+01 1 C
-3X2C X16C 5.97262E-02 5.78284E+02 1.83535E+05 1.00000E+01 1 C
-4Y2A Y16A 5.97524E-02 5.59985E+02 1.82228E+05 1.00000E+01 1 C
-5Y2B Y16B 5.98876E-02 5.82992E+02 1.82687E+05 1.00000E+01 1 C
-6Y2C Y16C 5.96998E-02 5.56016E+02 1.82902E+05 1.00000E+01 1 C
-7Z2A Z16A 5.97012E-02 1.92804E+02 1.80238E+05 1.00000E+01 1 C
-8Z2B Z16B 5.97049E-02 1.92894E+02 1.80244E+05 1.00000E+01 1 C
-9Z2C Z16C 5.94864E-02 1.92175E+02 1.80244E+05 1.00000E+01 1 C
10W2A W16A 5.95010E-02 1.92143E+02 1.80241E+05 1.00000E+01 1 C
11W2B W16B 5.97067E-02 1.92840E+02 1.80242E+05 1.00000E+01 1 C
12W2C W16C 5.95997E-02 1.92503E+02 1.80243E+05 1.00000E+01 1 C
$VINTAGE, 0
0.30335730 -0.37506487 0.29831824 -0.10365425 -0.39860454 0.20962178
0.36034135 0.33997765 0.35680566 0.32758780 0.04763939 -0.05265715
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.29470036 -0.36058522 0.29625909 -0.10364356 -0.39806545 0.20770839
-0.36375595 -0.34011075 -0.35574761 -0.33324900 -0.04580113 0.05838452
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.26415953 -0.25096956 -0.01124173 0.39829551 0.10536839 -0.41956493
0.08491003 -0.02280779 0.02810499 -0.07847495 -0.49238512 -0.49092616
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.26401132 -0.24090177 -0.01560789 0.39665770 0.10887745 -0.42016964
-0.08456459 0.02411961 -0.02519738 0.07618869 0.49208187 0.49249548
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.29682413 -0.23791081 -0.40079088 -0.28385641 0.28231063 0.17321915
0.33616659 -0.36633112 -0.34919591 0.36745215 0.07335095 -0.07279138
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.30584186 -0.22734050 -0.40278216 -0.28629129 0.28284666 0.17416603
-0.33236556 0.36529364 0.35038662 -0.36694306 -0.07526426 0.07042439
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.30584186 0.22734050 0.40278216 -0.28629129 0.28284666 -0.17416603
-0.33236556 0.36529364 -0.35038662 0.36694306 -0.07526426 -0.07042439
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.29682413 0.23791081 0.40079088 -0.28385641 0.28231063 -0.17321915
0.33616659 -0.36633112 0.34919591 -0.36745215 0.07335095 0.07279138
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.26401132 0.24090177 0.01560789 0.39665770 0.10887745 0.42016964
-0.08456459 0.02411961 0.02519738 -0.07618869 0.49208187 -0.49249548
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.26415953 0.25096956 0.01124173 0.39829551 0.10536839 0.41956493
0.08491003 -0.02280779 -0.02810499 0.07847495 -0.49238512 0.49092616
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.29470036 0.36058522 -0.29625909 -0.10364356 -0.39806545 -0.20770839
-0.36375595 -0.34011075 0.35574761 0.33324900 -0.04580113 -0.05838452
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.30335730 0.37506487 -0.29831824 -0.10365425 -0.39860454 -0.20962178
0.36034135 0.33997765 -0.35680566 -0.32758780 0.04763939 0.05265715
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000
1X16C X17C .6198 5.596 .08325
2X16A X17A .4545 2.698 -.0156.6110 5.606 .079
3X16B X17B .459 2.5945-.0107.4545 2.6975-.0156.6198 5.596 .08325
1X17C X18C X16C X17C
2X17A X18A
3X17B X18B
1X18C X19C X16C X17C
2X18A X19A
3X18B X19B
1X19A X20A X16C X17C
2X19B X20B
3X19C X20C
1X20A X21A X16C X17C
2X20B X21B
3X20C X21C
1X21A X22A X16C X17C
2X21B X22B
3X21C X22C
1X22A X23A X16C X17C
2X22B X23B
3X22C X23C
1X23A X24A X16C X17C
2X23B X24B
3X23C X24C
1X24A X25A X16C X17C
2X24B X25B
3X24C X25C
1X25A X26A X16C X17C
2X25B X26B
3X25C X26C
1X26A X27A X16C X17C
2X26B X27B
3X26C X27C
1X27A X28A X16C X17C
2X27B X28B
3X27C X28C
1X28A X29A X16C X17C
2X28B X29B
3X28C X29C
1X29A X30A X16C X17C
2X29B X30B
3X29C X30C
1X30A X31A X16C X17C
2X30B X31B
3X30C X31C
1X31A X32A X16C X17C
2X31B X32B
3X31C X32C
C 3 July 1987. Change 3 column-80 "1"-punches to "2"-punches that do work:
-1Y16C Y17C .316 752. 123.E3 31. 1 2
-2Y16B Y17B .03 370. 179.E3 31. 1 2
-3Y16A Y17A 2
-1g2a h16a x2a X16A
-2G2B H16B
-3G2C H16C
-4I2A J16A
-5I2B J16B
-6I2C J16C
-7K2A L16A
-8K2B L16B
-9K2C L16C
10M2A N16A
11M2B N16B
12M2C N16C
BLANK card ending branch cards
CJC X32C -1. .016 0.1
RAC XC -1. .016 0.1 2
X16C T -1. .2 0.
BLANK card ending switch cards
14VA 305418. 60. -1.5 -1.
14VB 305418. 60. -121.5 -1.
14VC 305418. 60. 118.5 -1.
14RAGA 301954. 60. 0.0 -1.
14RAGB 301954. 60. -120.0 -1.
14RAGC 301954. 60. 120.0 -1.
14CJGA 303109. 60. 12.0 -1.
14CJGB 303109. 60. -108.0 -1.
14CJGC 303109. 60. 132.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 5.708080191840E+08
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn Degrees Power Reactive
C CJC X32C -6.21065330E+02 1.57458110E+03 1.69263930E+03 111.5259 2.40322338E+08 4.96188048E+07
C RAC XC -6.06503594E+01 2.47344060E+03 2.47418408E+03 91.4046 3.31199214E+08 1.20268815E+08
C X16C T -6.46661404E+02 4.07264272E+03 4.12366217E+03 99.0222 5.52649166E+08 1.89871207E-06
X16C { Request this single node-voltage output
C First 8 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 9 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time X16B X16C X16A Y16C Y16B Y16A RAC X16C CJA
C T T T Y17C Y17B Y17A XC X32A
C
C CJB RAGA RAGB RAGC RAA RAB RAC T
C X32B RAA RAB RAC YA YB YC TERRA
C *** Phasor I(0) = -6.2106533E+02 Switch "CJC " to "X32C " closed in the steady-state.
C *** Phasor I(0) = -6.0650359E+01 Switch "RAC " to "XC " closed in the steady-state.
C *** Phasor I(0) = -6.4666140E+02 Switch "X16C " to "T " closed in the steady-state.
C 0 0.0 -63837.09 0.0 377260.007 32764.4014 24017.9784 21291.3218 0.0 -42032.991 598.323353
C -145.40932 -352.27263 295.489606 -144.63644 283.14372 -51.233037 -83.986082 -646.6614
C 1 .5E-4 -53711.224 0.0 381855.471 32798.4874 24089.8935 21193.2909 0.0 -47014.919 596.678913
C -131.63008 -353.37225 289.515678 -178.84475 284.649951 -45.380437 -71.585788 -723.30645
C 2 .1E-3 -43566.965 0.0 386316.48 32824.0043 24159.2461 21076.3336 0.0 -51980.139 594.822465
C -117.80398 -354.34516 283.438317 -212.99004 286.055173 -39.511164 -59.16047 -799.69444
BLANK card terminating output variables
C 500 .025 149624.777 0.0 -298261.85 4374.68263 -18173.961 -13033.335 185947.331 -35731.867 -361.54769
C 388.671649 166.782434 -493.57721 134.850181 -195.89164 122.275295 134.850181 -549.72103
C Variable maxima : 540343.158 0.0 451172.573 32841.895 36778.8088 26530.3773 193304.481 268020.042 603.893663
C 1148.19813 357.764813 431.20547 1821.97555 297.752821 465.041684 662.283206 4123.38527
C Times of maxima : .0045 0.0 .00155 .2E-3 .0187 .01765 .0249 .0121 .0163
C .0221 .0088 .0145 .0123 .01675 .0216 .0045 .0121
C Variable minima : -540349.47 0.0 -451154.75 -32840.801 -24394.349 -21958.885 -184991.56 -268026.03 -603.79512
C -744.05263 -505.82794 -730.21734 -1821.9838 -294.72028 -314.26652 -662.51315 -4123.4773
C Times of minima : .0128 0.0 .00985 .0085 .0088 .0077 .0195 .00375 .00795
C .013 .01895 .0223 .00395 .0091 .01295 .01285 .00375
PRINTER PLOT { Axis limits: (-3.870, 2.119)
Voltage across switch (RAC,XC), which opens at 16 milliseconds.
184 1. 15. 30. RAC XC Recovery voltage
C $WATCH, 9999, { Turn off echoing of cards to CRT, in case other solutions follow
BLANK card terminating plot cards
BEGIN NEW DATA CASE
C 11th of 19 subcases illustration use of Semlyen freq-dependent line with
C the reference branch. This may never have worked prior to correction by
C BPA's Dr. Tsu-huei Liu on February 10, 1998.
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 20.E-3 60.
1 1 1 1 1 -1
5 5 20 20
C <++++++> Cards punched by support routine on 11-Nov-18 11.00.00 <++++++>
C SEMLYEN SETUP
C $ERASE
C BRANCH SENDA RECA SENDB RECB SENDC RECC
C TOLERANCES 10 5000. { Illustration only; value of FMED actually unchang
C 200 150 10 230 1 7 7777 0 { Semlyen miscellaneous da
C LINE CONSTANTS
C 1.3636 .05215 4 1.602 -20.75 50. 50.
C 1.3636 .05215 4 1.602 -19.25 50. 50.
C 2.3636 .05215 4 1.602 - 0.75 77.5 77.5
C 2.3636 .05215 4 1.602 0.75 77.5 77.5
C 3.3636 .05215 4 1.602 19.25 50. 50.
C 3.3636 .05215 4 1.602 20.75 50. 50.
C 0.5 2.61 4 0.386 -12.9 98.5 98.5
C 0.5 2.61 4 0.386 12.9 98.5 98.5
C BLANK card ending conductor cards within "LINE CONSTANTS" data
C 100. 5000. 100. { Transient frequen
C 100. 60.00 100. { Phasor solution frequen
C 100. 6.00 100. 6 20 { log loopi
C BLANK card ending frequency cards of "LINE CONSTANTS" data
C BLANK card ending "LINE CONSTANTS" data cases
C L= 100.0 miles, rho= 100.0, ss freq= 60.00, NSS=0, KFIT=10, KPS=2, KYC=30
-1ASW1 A5A001 5.73657E-03 5.80501E-04 1 1 2 2 3
1.29532159E+01 6.90147263E+01-1.54971081E-04 1.00826561E-03 6.00000000E+01
0.00000E+00 1.99246E+04 7.80012E-01 0.00000E+00 2.39630E+03 2.19988E-01
0.00000E+00 2.93896E+05-8.84697E-04 0.00000E+00 6.44826E+02-1.46889E-03
-1BSW1 B5B001 6.99857E-03 5.37300E-04 2 2 2 2 3
3.65631810E-01 3.01288921E+01-1.20641047E-05 1.41887940E-03 6.00000000E+01
0.00000E+00 2.54663E+05 9.79674E-01 0.00000E+00 2.72320E+03 2.03258E-02
0.00000E+00 9.43770E+03-1.26448E-04 0.00000E+00 5.92472E+01-4.28807E-04
-1CSW1 C5C001 4.15601E-03 5.36306E-04 3 3 2 2 3
1.50114817E+00 5.16927471E+01-1.74676422E-05 8.35146102E-04 6.00000000E+01
0.00000E+00 6.39606E+05 9.69072E-01 0.00000E+00 2.23039E+03 3.09277E-02
0.00000E+00 2.10503E+03-1.22603E-04 0.00000E+00 9.26329E+01-3.41262E-04
1.00000E+00 0.00000E+00 1.00000E+00 0.00000E+00-2.75271E-01 0.00000E+00
7.22689E-01 0.00000E+00 4.43389E-13 0.00000E+00 1.00000E+00 0.00000E+00
1.00000E+00 0.00000E+00-1.00000E+00 0.00000E+00-2.75271E-01 0.00000E+00
4.17084E-01 0.00000E+00 5.00000E-01 0.00000E+00-3.01620E-01 0.00000E+00
2.29906E-01 0.00000E+00 3.55101E-13 0.00000E+00 8.34169E-01 0.00000E+00
4.17084E-01 0.00000E+00-5.00000E-01 0.00000E+00-3.01620E-01 0.00000E+00
C Following 3 lines represent a request to copy the preceding Semlyen line:
-1A5A001A5A ASW1 A5A001
-1B5B001B5B
-1C5C001C5C
0A5A 1. 1
0B5B 1. 1
0C5C 1. 1
0A5A001 1.E-3
0B5B001 1.E-3
0C5C001 1.E-3
BLANK card ending branch cards
BLANK card ending switch cards
14ASW1 303. 60. 0.0 -1.
14BSW1 303. 60. -120.0 -1.
14CSW1 303. 60. 120.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 3.478547602183E+01
C Node Source node voltage Injected source current Injected source power
C name Rectangular Polar Rectangular Polar P and Q MVA and P.F.
C ASW1 303. 303. -.007672733214 2.2866979764936 -1.162419081925 346.43474343878
C 0.0 0.0 -2.286685104002 -90.1922493 346.43279325631 -0.0033554
A5A B5B C5C
C First 3 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 3 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time A5A B5B C5C A5A B5B C5C
C TERRA TERRA TERRA
C 0 0.0 -.002405895 -2.431628 2.160402643 -.002405895 -2.431628 2.160402643
C 1 .1E-3 .0926479698 -2.47879177 2.105633323 .0926479698 -2.47879177 2.105633323
C 2 .2E-3 .1868259501 -2.52268804 2.047550504 .1868259501 -2.52268804 2.047550504
C 3 .3E-3 .2807444168 -2.56299298 1.986561992 .2807444168 -2.56299298 1.986561992
BLANK card ending the specification of program outputs (node voltages, here)
C 200 .02 2.378651095 -1.98862739 -.684703165 2.378651095 -1.98862739 -.684703165
C Variable max : 2.500671273 2.761895332 2.587232808 2.500671273 2.761895332 2.587232808
C Times of max : .0042 .0096 .0151 .0042 .0096 .0151
C Variable min : -2.50519884 -2.75808205 -2.58528784 -2.50519884 -2.75808205 -2.58528784
C Times of min : .0125 .018 .0068 .0125 .018 .0068
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 12th of 19 subcases is added 11 December 2000 as first of many to illustrate
C the current output that results from column-80 punches. This begins with
C wide-format for a 1-phase K.C. Lee (constant-parameter) representation. For
C all cases, line length typically is 138 miles, corresponding to BPA's
C famous 500-kV line from John Day to Lower Monumental.
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 100.E-6 60.
1 1 1 1
$VINTAGE, 1
-1SEND REC 3.01533E-01 6.91823E+02 1.19371E+05 1.38000E+02 1 1
$VINTAGE, 0
REC 1.
BLANK card ending branch cards
GEN SEND -1. 1.0 1
BLANK card ending switch cards
14GEN 303. 60. 0.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 2.099556401229E+01
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn Degrees Power Reactive
C GEN SEND 1.38584581E-01 -9.21004378E-01 9.31372509E-01 -81.4428 2.09955640E+01 1.39532163E+02
C GEN
C SEND 303. 303. .13858458093924 .93137250869232 20.995564012295 141.10293506689
C 0.0 0.0 -.9210043777712 -81.4428358 139.53216323234 0.1487961
REC
C First 1 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 2 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time REC GEN SEND
C SEND REC
C *** Phasor I(0) = 1.3858458E-01 Switch "GEN " to "SEND " closed in the steady-state.
C 0 0.0 .1379357038 .1385845809 .1385845809
C 1 .1E-3 .1761761692 .173243844 .173243844
BLANK card ending the specification of program outputs (node voltages, here)
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 13th of 19 subcases is like preceding, but for 3 phases rather than 1.
C Wide format continues to be used for the K.C. branch cards. Current
C outputs are requested for all 3 phases.
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 500.E-6 60.
1 1 1 1
$VINTAGE, 1
-1ASW1 A5 3.01533E-01 6.91823E+02 1.19371E+05 1.38000E+02 1 1
-2BSW1 B5 2.80266E-02 2.83599E+02 1.82176E+05 1.38000E+02 1 1
-3CSW1 C5 1
$VINTAGE, 0
0A5 1.
0B5 1.
0C5 1.
BLANK card ending branch cards
GENA ASW1 MEASURING 1
GENB BSW1 MEASURING 1
GENC CSW1 MEASURING 1
BLANK card ending switch cards
14GENA 303. 60. 0.0 -1.
14GENB 303. 60. -120.0 -1.
14GENC 303. 60. 120.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 1.021565901142E+02
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn Degrees Power Reactive
C GENA ASW1 2.24766975E-01 -3.62554051E+00 3.63250109E+00 -86.4525 3.40521967E+01 5.49269387E+02
C GENB BSW1 -3.25219367E+00 1.61811634E+00 3.63250109E+00 153.5475 3.40521967E+01 5.49269387E+02
C GENC CSW1 3.02742669E+00 2.00742416E+00 3.63250109E+00 33.5475 3.40521967E+01 5.49269387E+02
A5 B5
C First 2 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 6 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time A5 B5 GENA GENB GENC ASW1 BSW1 CSW1
C ASW1 BSW1 CSW1 A5 B5 C5
C *** Phasor I(0) = 2.2476697E-01 Switch "GENA " to "ASW1 " closed in the steady-state.
C *** Phasor I(0) = -3.2521937E+00 Switch "GENB " to "BSW1 " closed in the steady-state.
C *** Phasor I(0) = 3.0274267E+00 Switch "GENC " to "CSW1 " closed in the steady-state.
C 0 0.0 .2227758056 -3.38431697 .2247669749 -3.25219367 3.027426695 .2247669749 -3.25219367 3.027426695
C 1 .1E-3 .3649936277 -3.44526228 .3613753872 -3.31038064 2.949005255 .3613753872 -3.31038064 2.949005255
C 2 .2E-3 .5067326952 -3.5018999 .4973255933 -3.36433648 2.86701089 .4973255933 -3.36433648 2.86701089
C 3 .3E-3 .6477516678 -3.55356113 .6325690725 -3.41351142 2.780942346 .6325690725 -3.41351142 2.780942346
C 4 .4E-3 .7878501498 -3.60017255 .7669136365 -3.45783557 2.69092193 .7669136365 -3.45783557 2.69092193
C 5 .5E-3 .9268290537 -3.64166793 .9001683742 -3.49724594 2.597077567 .9001683742 -3.49724594 2.597077567
BLANK card ending the specification of program outputs (node voltages, here)
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 14th of 19 subcases is like preceding, but it uses the old, narrow-format
C branch cards for the K.C. Lee circuit.
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 500.E-6 60.
1 1 1 1
-1ASW1 A5 .30153691.821.19E5 138.0 1 1
-2BSW1 B5 .02803283.601.82E5 138.0 1 1
-3CSW1 C5 1
0A5 1.
0B5 1.
0C5 1.
BLANK card ending branch cards
GENA ASW1 -1. 1.0 1
GENB BSW1 -1. 1.0 1
GENC CSW1 -1. 1.0 1
BLANK card ending switch cards
14GENA 303. 60. 0.0 -1.
14GENB 303. 60. -120.0 -1.
14GENC 303. 60. 120.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 1.019696658302E+02
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn Degrees Power Reactive
C GENA ASW1 2.24355700E-01 -3.62184975E+00 3.62879196E+00 -86.4553 3.39898886E+01 5.48710237E+02
C GENB BSW1 -3.24879174E+00 1.61662714E+00 3.62879196E+00 153.5447 3.39898886E+01 5.48710237E+02
C GENC CSW1 3.02443604E+00 2.00522261E+00 3.62879196E+00 33.5447 3.39898886E+01 5.48710237E+02
A5 B5
C First 2 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 6 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time A5 B5 GENA GENB GENC ASW1 BSW1 CSW1
C ASW1 BSW1 CSW1 A5 B5 C5
C *** Phasor I(0) = 2.2435570E-01 Switch "GENA " to "ASW1 " closed in the steady-state.
C *** Phasor I(0) = -3.2487917E+00 Switch "GENB " to "BSW1 " closed in the steady-state.
C *** Phasor I(0) = 3.0244360E+00 Switch "GENC " to "CSW1 " closed in the steady-state.
C 0 0.0 .2223643001 -3.38104477 .2243557004 -3.24879174 3.024436039 .2243557004 -3.24879174 3.024436039
C 1 .1E-3 .3644492408 -3.44194246 .3608247082 -3.30692783 2.946103123 .3608247082 -3.30692783 2.946103123
C 2 .2E-3 .50605606 -3.49853389 .4966370192 -3.36083496 2.864197938 .4966370192 -3.36083496 2.864197938
C 3 .3E-3 .6469437457 -3.55015371 .6317435818 -3.40996615 2.77822257 .6317435818 -3.40996615 2.77822257
C 4 .4E-3 .7869120891 -3.59672857 .7659524022 -3.4542516 2.688299197 .7659524022 -3.4542516 2.688299197
C 5 .5E-3 .9257621872 -3.63819228 .8990727624 -3.49362837 2.594555603 .8990727624 -3.49362837 2.594555603
BLANK card ending the specification of program outputs (node voltages, here)
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 15th of 19 subcases is like preceding 13th in that it is wide format and it
C has current output of all 3 K.C. Lee phases. But the 13th was transposed
C whereas this is untransposed (note the minus sign on the length of 138 miles
C and the number of phases in column 79 --- two characteristic differences).
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 500.E-6 60.
1 1 1 1
$VINTAGE, 1
-1ASW1 A5 3.01532E-01 6.91748E+02 1.19375E+05 1.38000E+02 1 31
-2BSW1 B5 2.80361E-02 2.90916E+02 1.82804E+05 1.38000E+02 1 31
-3CSW1 C5 2.80251E-02 2.76507E+02 1.81679E+05 1.38000E+02 1 31
$VINTAGE, 0
0.58094800 0.70710678 -0.40960438
0.00000000 0.00000000 0.00000000
0.57008669 0.00000000 0.81513711
0.00000000 0.00000000 0.00000000
0.58094800 -0.70710678 -0.40960438
0.00000000 0.00000000 0.00000000
0A5 1.
0B5 1.
0C5 1.
BLANK card ending branch cards
GENA ASW1 -1. 1.0 1
GENB BSW1 -1. 1.0 1
GENC CSW1 -1. 1.0 1
BLANK card ending switch cards
14GENA 303. 60. 0.0 -1.
14GENB 303. 60. -120.0 -1.
14GENC 303. 60. 120.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 1.023278079456E+02
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn Degrees Power Reactive
C GENA ASW1 3.00196560E-01 -3.58378164E+00 3.59633269E+00 -85.2118 4.54797788E+01 5.42942919E+02
C GENB BSW1 -3.31711311E+00 1.64521103E+00 3.70269614E+00 153.6197 3.54149452E+01 5.59839425E+02
C GENC CSW1 3.04992391E+00 1.92423276E+00 3.60620404E+00 32.2483 2.14330840E+01 5.45919337E+02
A5 B5
C First 2 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 6 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time A5 B5 GENA GENB GENC ASW1 BSW1 CSW1
C ASW1 BSW1 CSW1 A5 B5 C5
C *** Phasor I(0) = 3.0019656E-01 Switch "GENA " to "ASW1 " closed in the steady-state.
C *** Phasor I(0) = -3.3171131E+00 Switch "GENB " to "BSW1 " closed in the steady-state.
C *** Phasor I(0) = 3.0499239E+00 Switch "GENC " to "CSW1 " closed in the steady-state.
C 0 0.0 .3028039653 -3.45224148 .3001965596 -3.31711311 3.049923907 .3001965596 -3.31711311 3.049923907
C 1 .1E-3 .4433227265 -3.51422565 .4351711184 -3.37627258 2.974621043 .4351711184 -3.37627258 2.974621043
C 2 .2E-3 .5832573875 -3.57180736 .5693890004 -3.43110981 2.895709537 .5693890004 -3.43110981 2.895709537
C 3 .3E-3 .7223632078 -3.62431333 .7027977494 -3.48107125 2.81268307 .7027977494 -3.48107125 2.81268307
C 4 .4E-3 .8604425105 -3.67166896 .8352077844 -3.52608589 2.725659627 .8352077844 -3.52608589 2.725659627
C 5 .5E-3 .9972990773 -3.71380695 .9664309434 -3.56608978 2.634762871 .9664309434 -3.56608978 2.634762871
BLANK card ending the specification of program outputs (node voltages, here)
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 16th of 19 subcases is like preceding subcase, but narrow-format rather
C than wide format.
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 500.E-6 60.
1 1 1 1
-1ASW1 A5 .30153691.751.19E5138.0 1 3 1
-2BSW1 B5 .02804290.921.83E5138.0 1 3 1
-3CSW1 C5 .02803276.511.82E5138.0 1 3 1
0.58094800 0.70710678 -0.40960438
0.00000000 0.00000000 0.00000000
0.57008669 0.00000000 0.81513711
0.00000000 0.00000000 0.00000000
0.58094800 -0.70710678 -0.40960438
0.00000000 0.00000000 0.00000000
0A5 1.
0B5 1.
0C5 1.
BLANK card ending branch cards
GENA ASW1 -1. 1.0 1
GENB BSW1 -1. 1.0 1
GENC CSW1 -1. 1.0 1
BLANK card ending switch cards
14GENA 303. 60. 0.0 -1.
14GENB 303. 60. -120.0 -1.
14GENC 303. 60. 120.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 1.026297675962E+02
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn Degrees Power Reactive
C GENA ASW1 3.02008125E-01 -3.58827965E+00 3.60096650E+00 -85.1890 4.57542310E+01 5.43624367E+02
C GENB BSW1 -3.32346237E+00 1.64788748E+00 3.70957346E+00 153.6262 3.55447426E+01 5.60875207E+02
C GENC CSW1 3.05443322E+00 1.92605659E+00 3.61099104E+00 32.2346 2.13307940E+01 5.46649127E+02
A5 B5
C First 2 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 6 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time A5 B5 GENA GENB GENC ASW1 BSW1 CSW1
C ASW1 BSW1 CSW1 A5 B5 C5
C *** Phasor I(0) = 3.0200813E-01 Switch "GENA " to "ASW1 " closed in the steady-state.
C *** Phasor I(0) = -3.3234624E+00 Switch "GENB " to "BSW1 " closed in the steady-state.
C *** Phasor I(0) = 3.0544332E+00 Switch "GENC " to "CSW1 " closed in the steady-state.
C 0 0.0 .3045651846 -3.45834382 .3020081254 -3.32346237 3.054433225 .3020081254 -3.32346237 3.054433225
C 1 .1E-3 .4452424723 -3.52041215 .4371493736 -3.38271232 2.979054128 .4371493736 -3.38271232 2.979054128
C 2 .2E-3 .5853352634 -3.57807608 .5715325316 -3.43763659 2.900064351 .5715325316 -3.43763659 2.900064351
C 3 .3E-3 .724596261 -3.63065537 .7051035107 -3.48767578 2.816953424 .7051035107 -3.48767578 2.816953424
C 4 .4E-3 .8628275678 -3.6780753 .837672499 -3.53275879 2.729839452 .837672499 -3.53275879 2.729839452
C 5 .5E-3 .9998327493 -3.72026849 .9690511089 -3.57282156 2.638846228 .9690511089 -3.57282156 2.638846228
BLANK card ending the specification of program outputs (node voltages, here)
BLANK card ending plot cards
BEGIN NEW DATA CASE
C 17th of 19 subcases is the same basic 3-phase configuration, but with
C the K.C. Lee modeling replaced by JMARTI modeling.
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 500.E-6 60.
1 1 1 1
C PUNCHED CARD OUTPUT OF "JMARTI SETUP" WHICH BEGAN AT 14.32.51 09/14/82
C 1.3636 .05215 4 1.602 -20.75 50. 50.
C 1.3636 .05215 4 1.602 -19.25 50. 50.
C 2.3636 .05215 4 1.602 - 0.75 77.5 77.5
C 2.3636 .05215 4 1.602 0.75 77.5 77.5
C 3.3636 .05215 4 1.602 19.25 50. 50.
C 3.3636 .05215 4 1.602 20.75 50. 50.
C 0.5 2.61 4 0.386 -12.9 98.5 98.5
C 0.5 2.61 4 0.386 12.9 98.5 98.5
C
C 100. 5000. 1 138. 1 3-2
C 100. 60.00 1 138. 1 3
C 100. .01 1 138. 1 9 10 3
C
-1ASW1 A5 2. -2 3 1
18 0.47487144790587633736E+03
-0.117967342612603676E+01 -0.316671345021416945E+01 0.255662317832426673E+02
-0.601654631032706213E+02 -0.118825306534453652E+03 0.128169142098635430E+04
0.589610442538186533E+04 0.292891488173549769E+05 0.115665757459954655E+06
0.456394278488149546E+06 0.153681652821077613E+07 0.681848054466802243E+07
0.155477562610202006E+08 0.231789897204889809E+08 0.143827766961221036E+08
0.241524708800130989E+08 0.245049034784953832E+08 0.476808364145524129E+08
0.321645453133055891E+00 0.897616891499021768E+00 0.165632367032913183E+01
0.166669419493737986E+01 0.253073682990780913E+01 0.200014655383098283E+02
0.124257951002701473E+03 0.657345842950598183E+03 0.278623017775457413E+04
0.117145310573639467E+05 0.427410884649070877E+05 0.202553264108715757E+06
0.968789502295299084E+06 0.296908522006270138E+07 0.737968316276072920E+07
0.121009167337626640E+08 0.132891445947112725E+08 0.252097199908134253E+08
14 0.86849922355034181931E-03
0.580543547692016874E-01 0.269744993210885436E+00 0.358646519088149721E+00
0.775351125410302933E+00 0.512138885239557462E+01 0.838265420474258915E+01
0.700229782114550385E+02 0.393084113996385128E+03 0.138208543918962840E+04
0.706160326497018531E+03 0.527246586822120662E+04 0.528343251309079615E+05
0.178307801042203880E+08 -0.178914532139174500E+08
0.228360173022402533E+02 0.102750699821169636E+03 0.139222638455845377E+03
0.269608322018776320E+03 0.389220463867018722E+03 0.427793721751318500E+03
0.132148883486994549E+04 0.277178340638843952E+04 0.449341296469570784E+04
0.596603161966094024E+04 0.114714152641659587E+05 0.268314807408425590E+05
0.204027813729699328E+05 0.204231841543429041E+05
-2BSW1 B5 2. -2 3 1
13 0.28580875773089406522E+03
0.381761604345214016E+04 -0.269529222495194318E+04 0.445018224900628539E+03
0.214658130219351907E+03 0.897325461203551775E+02 0.130480129629523390E+03
0.683037485206990933E+02 0.746626715384045969E+02 0.133938729387751110E+04
0.249954495902361043E+04 0.187764116219525090E+05 0.391031620802855759E+06
0.562668431190421223E+07
0.358668999787749571E+01 0.376679186833120605E+01 0.706439034439901437E+01
0.109721634064781350E+02 0.140506334140286961E+02 0.234292596911152251E+02
0.407686998675834982E+02 0.797598814775078289E+02 0.129106739969348078E+04
0.242138030939135859E+04 0.182362646041542116E+05 0.379814243183306855E+06
0.548808385606378759E+07
13 0.74123751236187229426E-03
0.192189595814863363E+02 0.210970481418782463E+01 0.383406546226866283E+02
0.307999912886148377E+02 0.634013410317139090E+03 -0.253243195247046863E+03
0.210540381301789816E+05 0.755533947306502050E+05 0.229576557459444489E+07
0.607777584135737231E+13 -0.156620677810598129E+13 0.153143851607186420E+13
-0.604300997216751013E+13
0.325736126030671755E+04 0.366694913707514260E+03 0.675727697588602189E+04
0.516024976370228876E+04 0.249456113770459378E+05 0.115067772934717399E+06
0.105205466546493019E+06 0.240930799961836921E+06 0.633276538663731131E+06
0.975820481990592802E+06 0.976796302472583498E+06 0.974176721795814519E+06
0.975150898517610403E+06
-3CSW1 C5 2. -2 3 1
13 0.27248404992352924125E+03
0.928429573805075023E+03 0.205756155237142632E+03 0.538106630554037608E+03
0.105199818376817531E+03 0.821382476778671116E+02 0.133356875032521778E+03
0.654774478488469374E+02 0.612546121562179922E+02 0.905544916173387175E+02
0.973244316091135204E+03 0.267481871266201051E+04 0.138566411938941123E+05
0.646075558955914967E+06
0.297277477955690506E+01 0.413177069940672514E+01 0.739410817322770197E+01
0.103072536754267949E+02 0.135874091964585515E+02 0.234792992956042887E+02
0.384075708508238121E+02 0.692539345057236435E+02 0.997101922255402791E+02
0.941460937860312015E+03 0.259295974388396348E+04 0.134538093446956691E+05
0.628668738677182439E+06
20 0.74871165651714274120E-03
0.249456855794677017E-01 0.516637614002139312E+01 0.435227595525510835E+01
0.696293545843379624E+01 0.113102519337405665E+02 0.107077756312168120E+02
0.136526319661978881E+02 0.103057494642840792E+03 0.647491597081196815E+03
0.221213037293261823E+04 0.164010494681972204E+05 0.517776934139508076E+05
0.393233870054795443E+06 -0.101893253559274247E+05 -0.173413454816459129E+06
0.524218185885897590E+06 0.711044562955687729E+12 -0.559640645251973480E+12
0.582892127161358521E+12 -0.734296849907947113E+12
0.887741958857318814E+01 0.183177145564733675E+04 0.151655674045953921E+04
0.245910936284398730E+04 0.383273362703089043E+04 0.399285585783856465E+04
0.496339281485561617E+04 0.253464455063045348E+05 0.272156609769823021E+05
0.475215596432249440E+05 0.149791320991727040E+06 0.333884409922466803E+06
0.541583000670874084E+06 0.670984155731562481E+06 0.569769858667429973E+06
0.132622344670840449E+07 0.440534234233555838E+07 0.440974768467789434E+07
0.436787151891064062E+07 0.437223939042955148E+07
0.57154434 0.70710678 -0.41761362
0.00000000 0.00000000 0.00000000
0.58879039 0.00000000 0.80696823
0.00000000 0.00000000 0.00000000
0.57154434 -0.70710678 -0.41761362
0.00000000 0.00000000 0.00000000
0A5 1.
0B5 1.
0C5 1.
BLANK card ending branch cards
GENA ASW1 -1. 1.0 1
GENB BSW1 -1. 1.0 1
GENC CSW1 -1. 1.0 1
BLANK card ending switch cards
14GENA 303. 60. 0.0 -1.
14GENB 303. 60. -120.0 -1.
14GENC 303. 60. 120.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 1.066927628344E+02
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn Degrees Power Reactive
C GENA ASW1 3.35189648E-01 -3.57914703E+00 3.59480814E+00 -84.6498 5.07812317E+01 5.42240775E+02
C GENB BSW1 -3.30243673E+00 1.62411674E+00 3.68019613E+00 153.8123 3.70708395E+01 5.56315950E+02
C GENC CSW1 3.05668356E+00 1.90837679E+00 3.60350057E+00 31.9777 1.88406917E+01 5.45605132E+02
A5 B5
C First 2 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 6 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time A5 B5 GENA GENB GENC ASW1 BSW1 CSW1
C ASW1 BSW1 CSW1 A5 B5 C5
C *** Phasor I(0) = 3.3518965E-01 Switch "GENA " to "ASW1 " closed in the steady-state.
C *** Phasor I(0) = -3.3024367E+00 Switch "GENB " to "BSW1 " closed in the steady-state.
C *** Phasor I(0) = 3.0566836E+00 Switch "GENC " to "CSW1 " closed in the steady-state.
C 0 0.0 .3364801616 -3.43708937 .3351896479 -3.30243673 3.056683557 .3351896479 -3.30243673 3.056683557
C 1 .1E-3 .4768147829 -3.49823033 .4699942576 -3.36074443 2.9818637 .4699942576 -3.36074443 2.9818637
C 2 .2E-3 .6165162541 -3.55507115 .6039611281 -3.41481401 2.903532996 .6039611281 -3.41481401 2.903532996
C 3 .3E-3 .7553410187 -3.60686214 .7370685919 -3.46403253 2.821077973 .7370685919 -3.46403253 2.821077973
C 4 .4E-3 .8930920166 -3.65352808 .8691280945 -3.50832883 2.734614537 .8691280945 -3.50832883 2.734614537
C 5 .5E-3 1.029573754 -3.69500248 .9999522851 -3.54763983 2.644265375 .9999522851 -3.54763983 2.644265375
BLANK card ending the specification of program outputs (node voltages, here)
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BEGIN NEW DATA CASE
C 19th of 19 subcases is like preceding 14th subcase. But that had normal
C K. C. Lee modeling whereas this is distortionless (note "1" in column 54).
C End of subcases that were added 11 December 2000 to illustrate selective
C current output as should be explained in the April, 2001, newsletter.
PRINTED NUMBER WIDTH, 13, 2, { Request maximum precision (for 8 output columns)
100.E-6 500.E-6 60.
1 1 1 1
-1ASW1 A5 .30153691.821.19E5 138.0 1 1 1
-2BSW1 B5 .02803283.601.82E5 138.0 1 1 1
-3CSW1 C5 1 1
0A5 1.
0B5 1.
0C5 1.
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GENA ASW1 -1. 1.0 1
GENB BSW1 -1. 1.0 1
GENC CSW1 -1. 1.0 1
BLANK card ending switch cards
14GENA 303. 60. 0.0 -1.
14GENB 303. 60. -120.0 -1.
14GENC 303. 60. 120.0 -1.
BLANK card ending source cards
C Total network loss P-loss by summing injections = 6.310523799541E+01
C Output for steady-state phasor switch currents.
C Node-K Node-M I-real I-imag I-magn Degrees Power Reactive
C GENA ASW1 1.38845408E-01 -3.63039320E+00 3.63304732E+00 -87.8098 2.10350793E+01 5.50004569E+02
C GENB BSW1 -3.21343544E+00 1.69495295E+00 3.63304732E+00 152.1902 2.10350793E+01 5.50004569E+02
C GENC CSW1 3.07459003E+00 1.93544025E+00 3.63304732E+00 32.1902 2.10350793E+01 5.50004569E+02
A5 B5
C First 2 output variables are electric-network voltage differences (upper voltage minus lower voltage);
C Next 6 output variables are branch currents (flowing from the upper node to the lower node);
C Step Time A5 B5 GENA GENB GENC ASW1 BSW1 CSW1
C ASW1 BSW1 CSW1 A5 B5 C5
C *** Phasor I(0) = 1.3884541E-01 Switch "GENA " to "ASW1 " closed in the steady-state.
C *** Phasor I(0) = -3.2134354E+00 Switch "GENB " to "BSW1 " closed in the steady-state.
C *** Phasor I(0) = 3.0745900E+00 Switch "GENC " to "CSW1 " closed in the steady-state.
C 0 0.0 .1332050671 -3.34378386 .1388454081 -3.21343544 3.074590029 .1388454081 -3.21343544 3.074590029
C 1 .1E-3 .2756872129 -3.40778338 .2757125121 -3.27455462 2.998842112 .2757125121 -3.27455462 2.998842112
C 2 .2E-3 .4178019673 -3.46751877 .4120284659 -3.33148445 2.919455988 .4120284659 -3.33148445 2.919455988
C 3 .3E-3 .5593230022 -3.52232662 .5477589048 -3.38368006 2.835921157 .5477589048 -3.38368006 2.835921157
C 4 .4E-3 .7000492086 -3.57212905 .6827109483 -3.43106728 2.748356327 .6827109483 -3.43106728 2.748356327
C 5 .5E-3 .8397806067 -3.61685529 .8166928222 -3.47357875 2.656885933 .8166928222 -3.47357875 2.656885933
BLANK card ending the specification of program outputs (node voltages, here)
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BEGIN NEW DATA CASE
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