scf calculation

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SCF CALCULATION INPUT : I k3  = 31500 A l  = 44.8 m lc  = 38.9 m n c  = 4 Fst  = 14710.5 N As  = 484.5 mm2 E  = 6.90E+10 N/m2 a ph  = 3 m a s  = 0.25 m d s  = 28.62 mm l s  = 2.5 m m' c = 2.0259 kg/m During SC a min.req  =  50%.Cl ph.ph 0.65 m CALC : μ0  = 1.25664E-06 F' = 43.07871094 r = 0.542065653 δ 1  = 28.46060016 b c  f es  = 1.355343621 T = 2.089207048 T res  = 1.989548094 Ef f. Young Mod Eeff = 3.21E+10 N = 2.39E-07 Stress Factor ζ  = 0.6934 T k1  = 0.8357 Tk1/Tres = 0.420036501 δ end  = 53.40395801 χ  = 0.564797896 δm  =  65.61174198

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SCF CALCULATIONINPUT :

Ik3 = 31500 A

l = 44.8 mlc = 38.9 mn c = 4

Fst = 14710.5 NAs = 484.5 mm2E = 6.90E+10 N/m2a ph = 3 m

a s = 0.25 m

d s = 28.62 mm

ls = 2.5 m

m' c = 2.0259 kg/m

During SC a min.req = 50%.Clph.ph 0.65 m

CALC :μ0 = 1.25664E-06

F' = 43.07871094

r = 0.542065653

δ 1 = 28.46060016

bc f es = 1.355343621

T = 2.089207048

Tres = 1.989548094

Eff. Young Mod Eeff = 3.21E+10

N = 2.39E-07

Stress Factor ζ = 0.6934

Tk1 = 0.8357

Tk1/Tres = 0.420036501

δ end = 53.40395801

χ = 0.564797896

δm = 65.61174198

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ϕ = 0.41240627

ψ = 0.544

Tensile Force Ftd1 = 18010.78612 N

εela = 7.897E-04

ε th = 3.55E-05

CD = 1.1568

CF = 1.05

f ed = 1.646199

Drop Force Ffd = 0 N 30686.8104

0bh = 0.78450 m

amin = 1.18099 m

Clearancce check = OK

Clasheff = FALSE

v1 = 3.882

k = 1.907

v2 = 2.292

v3 = 0.367

Fv = 2324.990 N

ε st = 0.337

εpi = 0.425

j = 0.564

j >= 1 Sub-conductor Clash j < 1 Sub-conductor do not Clash

η = 0.365

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a s/d s = 8.74

v41 = 0.4776

Ve = 2.0428

PINCH FORCE Fpi = 26601.83785 N

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0.4124064.298688

30686.81

0δ 1 28.4606

δ m 65.61174

2.00E-0762015625

12

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1.49424114.085380.124968

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SCF CALCULATIONINPUT :

Ik3 = 31500 A

l = 44.8 mlc = 38.9 mn c = 2

Fst = 14710.5 NAs = 484.5 mm2E = 6.90E+10 N/m2a ph = 3 m

a s = 0.25 m

d s = 28.62 mm

ls = 2.5 m

m' c = 1.9680 kg/m

During SC a min.req = 50%.Clph.ph 0.65 m

CALC :μ0 = 1.25664E-06

F' = 43.07871094

r = 1.115993822

δ 1 = 48.13767997

bc f es = 0.658323739

T = 1.456050816

Tres = 1.244302473

Eff. Young Mod Eeff = 4.29E+10

N = 2.47E-07

Stress Factor ζ = 0.1583

Tk1 = 0.5824

Tk1/Tres = 0.468069733

δ end = 95.30983651

χ = -0.11599382

δm = 106.6609505

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ϕ = 1.495439899

ψ = 0.246

Tensile Force Ftd1 = 20122.17249 N

εela = 1.338E-03

ε th = 8.88E-05

CD = 1.8650

CF = 1.081599382

f ed = 1.327945

Drop Force Ffd = 23354.81238 N 23354.81238

0bh = 0.98899 m

amin = 0.77202 m

Clearancce check = OK

Clasheff = FALSE

v1 = 2.343

k = 1.907

v2 = 2.465

v3 = 0.26

Fv = 4706.032 N

ε st = 0.696

εpi = 1.257

j = 0.861

j >= 1 Sub-conductor Clash j < 1 Sub-conductor do not Clash

η = 0.454

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a s/d s = 8.74

v41 = 0.6723

Ve = 2.4956

PINCH FORCE Fpi = 25584.55486 N

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if r > 0.6 ^ δm>=70 here r= 1.115993822

δm = 106.6609505

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Rough Not to be deleted

4.29E+10 1.2241246.9E+10 0.955928

15181115 < 5.00E+0727.32601 0.459053

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1.495445.697194

23354.81

0δ 1 48.13768

δ m 106.661

2.00E-072.48E+08

4

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1.10717523.538380.162402

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SCF CALCULATIONINPUT :

Ik3 = 31500 A

l = 30.4 mlc = 24.5 mn c = 2

Fst = 14710.5 NAs = 484.5 mm2E = 6.90E+10 N/m2a ph = 3 m

a s = 0.25 m

d s = 28.62 mm

ls = 2.5 m

m' c = 1.9516 kg/m

During SC a min.req = 50%.Clph.ph 0.65 m

CALC :μ0 = 1.25664E-06

F' = 39.98375822

r = 1.04453719

δ 1 = 46.24790565

bc f es = 0.300600329

T = 0.983901222

Tres = 0.85289659

Eff. Young Mod Eeff = 4.29E+10

N = 3.53E-07

Stress Factor ζ = 0.0502

Tk1 = 0.3936

Tk1/Tres = 0.461439866

δ end = 91.14506615

χ = -0.04453719

δm = 102.5526374

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ϕ = 1.33814724

ψ = 0.116

Tensile Force Ftd1 = 16993.93854 N

εela = 8.061E-04

ε th = 6.08E-05

CD = 2.0797

CF = 1.074453719

f ed = 0.671689

Drop Force Ffd = 19568.4789 N 19568.4789

0bh = 0.48519 m

amin = 1.77963 m

Clearancce check = OK

Clasheff = FALSE

v1 = 2.333

k = 1.907

v2 = 2.456

v3 = 0.26

Fv = 4688.850 N

ε st = 0.993

εpi = 1.788

j = 0.947

j >= 1 Sub-conductor Clash j < 1 Sub-conductor do not Clash

η = 0.489

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a s/d s = 8.74

v41 = 0.7637

Ve = 2.6580

PINCH FORCE Fpi = 24122.4457 N

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if r > 0.6 ^ δm>=70 here r= 1.04453719

δm = 102.5526374

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4.29E+10 1.2025186.9E+10 0.95932

15181115 < 5.00E+0727.32601 0.459053

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1.3381475.624503

19568.48

0δ 1 46.24791

δ m 102.5526

2.00E-072.48E+08

4

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1.57480417.488980.178164

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SCF CALCULATIONINPUT :

Ik3 = 31500 A

l = 66.5 mlc = 60.6 mn c = 2

Fst = 14710.5 NAs = 484.5 mm2E = 6.90E+10 N/m2a ph = 4.5 m

a s = 0.25 m

d s = 28.62 mm

ls = 2.5 m

m' c = 1.9774 kg/m

During SC a min.req = 50%.Clph.ph 0.65 m

CALC :μ0 = 1.25664E-06

F' = 30.14052632

r = 0.777109651

δ 1 = 37.85112402

bc f es = 1.457452462

T = 2.166476454

Tres = 1.979055811

Eff. Young Mod Eeff = 4.29E+10

N = 1.74E-07

Stress Factor ζ = 0.4991

Tk1 = 0.8666

Tk1/Tres = 0.43788082

δ end = 72.85556183

χ = 0.257421471

δm = 85.0828838

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ϕ = 0.79935451

ψ = 0.458

Tensile Force Ftd1 = 20096.07827 N

εela = 9.395E-04

ε th = 1.41E-04

CD = 1.3578

CF = 1.05

f ed = 2.077909

Drop Force Ffd = 29996.33288 N 29996.33288

0bh = 1.27503 m

amin = 1.69994 m

Clearancce check = OK

Clasheff = FALSE

v1 = 2.348

k = 1.907

v2 = 2.47

v3 = 0.26

Fv = 4715.578 N

ε st = 0.491

εpi = 0.889

j = 0.772

j >= 1 Sub-conductor Clash j < 1 Sub-conductor do not Clash

η = 0.42

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a s/d s = 8.74

v41 = 0.5921

Ve = 2.3613

PINCH FORCE Fpi = 27192.53533 N

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if r > 0.6 ^ δm>=70 here r= 0.777109651

δm = 85.0828838

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4.29E+10 1.1253676.9E+10 0.972751

15181115 < 5.00E+0727.32601 0.459053

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0.7993555.117789

29996.33

0δ 1 37.85112

δ m 85.08288

2.00E-072.48E+08

4

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0.78263932.136820.147678

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SCF CALCULATIONINPUT :

Ik3 = 31500 A

l = 42.5 mlc = 36.6 mn c = 2

Fst = 14710.5 NAs = 484.5 mm2E = 6.90E+10 N/m2a ph = 3 m

a s = 0.25 m

d s = 28.62 mm

ls = 2.5 m

m' c = 1.9653 kg/m

During SC a min.req = 50%.Clph.ph 0.65 m

CALC :μ0 = 1.25664E-06

F' = 42.72511765

r = 1.108400146

δ 1 = 47.9431828

bc f es = 0.591625837

T = 1.380321778

Tres = 1.181376044

Eff. Young Mod Eeff = 4.29E+10

N = 2.59E-07

Stress Factor ζ = 0.1354

Tk1 = 0.5521

Tk1/Tres = 0.46736068

δ end = 94.8817124

χ = -0.10840015

δm = 106.2230992

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ϕ = 1.47849952

ψ = 0.225

Tensile Force Ftd1 = 19604.13012 N

εela = 1.269E-03

ε th = 8.43E-05

CD = 1.9024

CF = 1.080840015

f ed = 1.216514

Drop Force Ffd = 22602.31805 N 22602.31805

0bh = 0.90324 m

amin = 0.94352 m

Clearancce check = OK

Clasheff = FALSE

v1 = 2.341

k = 1.907

v2 = 2.464

v3 = 0.26

Fv = 4704.123 N

ε st = 0.730

εpi = 1.318

j = 0.873

j >= 1 Sub-conductor Clash j < 1 Sub-conductor do not Clash

η = 0.458

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a s/d s = 8.74

v41 = 0.6823

Ve = 2.5202

PINCH FORCE Fpi = 25365.43432 N

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if r > 0.6 ^ δm>=70 here r= 1.108400146

δm = 106.2230992

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4.29E+10 1.2218166.9E+10 0.956283

15181115 < 5.00E+0727.32601 0.459053

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1.47855.690457

22602.32

0δ 1 47.94318

δ m 106.2231

2.00E-072.48E+08

4

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1.16078922.726790.164171

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SCF CALCULATIONINPUT :

Ik3 = 50000 A

l = 48 mlc = 37.2 mn c = 2

Fst = 39228 NAs = 865 mm2E = 5.40E+10 N/m2a ph = 6 m

a s = 0.45 m

d s = 38.25 mm

ls = 3.5 m

m' c = 2.7360 kg/m

During SC a min.req = 50%.Clph.ph 2 m

CALC :μ0 = 1.25664E-06

F' = 48.4375

r = 0.902601482

δ 1 = 42.06945629

bc f es = 0.393987097

T = 1.12641331

Tres = 1.00430986

Eff. Young Mod Eeff = 4.09E+10

N = 2.22E-07

Stress Factor ζ = 0.0206

Tk1 = 0.4506

Tk1/Tres = 0.448631784

δ end = 81.96665042

χ = 0.106255842

δm = 93.90047418

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ϕ = 1.041312277

ψ = 0.054

Tensile Force Ftd1 = 41433.82429 N

εela = 4.907E-04

ε th = 5.66E-05

CD = 2.0116

CF = 1.060260148

f ed = 0.840300

Drop Force Ffd = 49054.1896 N 49054.1896

0bh = 0.56303 m

amin = 4.42395 m

Clearancce check = OK

Clasheff = FALSE

v1 = 3.184

k = 1.907

v2 = 2.199

v3 = 0.219

Fv = 9767.128 N

ε st = 0.946

εpi = 1.001

j = 0.717

j >= 1 Sub-conductor Clash j < 1 Sub-conductor do not Clash

η = 0.229

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a s/d s = 11.76

v41 = 0.2651

Ve = 4.9436

PINCH FORCE Fpi = 49980.35875 N

5094.837793

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if r > 0.6 ^ δm>=70 here r= 0.902601482

δm = 93.90047418

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4.09E+10 1.1606485.4E+10 0.966339

22675145 < 5.00E+0740.81526 0.653622

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1.0413125.407394

49054.19

0δ 1 42.06946

δ m 93.90047

2.00E-076.25E+08

2.222222

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0.718665363.62860.076516

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SCF CALCULATIONINPUT :

Ik3 = 50000 A

l = 52.5 mlc = 41.7 mn c = 2

Fst = 39228 NAs = 597 mm2E = 6.90E+10 N/m2a ph = 6 m

a s = 0.45 m

d s = 31.77 mm

ls = 3.5 m

m' c = 2.3337 kg/m

During SC a min.req = 50%.Clph.ph 2 m

CALC :μ0 = 1.25664E-06

F' = 49.64285714

r = 1.084523166

δ 1 = 47.32195509

bc f es = 0.402022527

T = 1.137842022

Tres = 0.978498844

Eff. Young Mod Eeff = 6.22E+10

N = 2.04E-07

Stress Factor ζ = 0.0195

Tk1 = 0.4551

Tk1/Tres = 0.465137809

δ end = 93.51316544

χ = -0.08452317

δm = 104.8486056

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ϕ = 1.425575044

ψ = 0.056

Tensile Force Ftd1 = 42359.65764 N

εela = 6.387E-04

ε th = 1.16E-04

CD = 2.4136

CF = 1.078452317

f ed = 1.046428

Drop Force Ffd = 49170.57053 N 49170.57053

0bh = 0.76931 m

amin = 4.01139 m

Clearancce check = OK

Clasheff = FALSE

v1 = 2.964

k = 1.907

v2 = 2.503

v3 = 0.197

Fv = 12358.916 N

ε st = 0.840

εpi = 1.108

j = 0.776

j >= 1 Sub-conductor Clash j < 1 Sub-conductor do not Clash

η = 0.258

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a s/d s = 14.16

v41 = 0.3154

Ve = 4.2253

PINCH FORCE Fpi = 52355.42056 N

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if r > 0.6 ^ δm>=70 here r= 1.084523166

δm = 104.8486056

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6.22E+10 1.2145756.9E+10 0.957409

32854271 < 5.00E+0759.13769 0.858403

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1.4255755.667798

49170.57

0δ 1 47.32196

δ m 104.8486

2.00E-076.25E+08

2.222222

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0.704544225.69460.088849

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SCF CALCULATIONINPUT :

Ik3 = 50000 A

l = 6 mlc = 6 mn c = 2

Fst = 1066.51125 NAs = 597 mm2E = 6.90E+10 N/m2a ph = 6 m

a s = 0.45 m

d s = 31.77 mm

ls = 3.5 m

m' c = 2.4167 kg/m

During SC a min.req = 50%.Clph.ph 2 m

CALC :μ0 = 1.25664E-06

F' = 62.5

r = 1.318551492

δ 1 = 52.82302914

bc f es = 0.2 m 0.2

T = 0.802549396

Tres = 0.658828166

Eff. Young Mod Eeff = 2.21E+10

N = 3.33E-04

Stress Factor ζ = 0.0083

Tk1 = 0.3210

Tk1/Tres = 0.487258704

δ end = 105.4768786

χ = -0.31855149

δm = 118.5753479

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ϕ = 1.964594881

ψ = 0.029190856

Tensile Force Ftd1 = 1127.673758 N

εela = 2.039E-02

ε th = 7.80E-05

CD = 2.8121

CF = 1.101855149

f ed = 0.619705

Drop Force Ffd = 1307.615079 N 1307.615079

0bh = 0.49376 m

amin = 4.56247 m

Clearancce check = OK

Clasheff = FALSE

v1 = 3.016

k = 1.907

v2 = 2.1

v3 = 0.2

Fv = 10213.511 N

ε st = 37.350

εpi = 1496.660

j = 6.247

j < 1 Sub-conductor do not Clash j >= 1

η = 0.229 ξ =

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a s/d s = 14.16 v41

v41 = 0.2704

Ve = 2.6025

PINCH FORCE Fpi = 1070.408242 N

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1066.51125

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9.60856E-05

if r > 0.6 ^ δm>=70 here r= 1.318551492

δm = 118.5753479

Sub-conductor Clash 37.50002396 5.228819612

5.1

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13.16

1445.502103 N

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2.21E+10 1.2864166.9E+10 0.946931

893225.5 < 5.00E+071.607806 0.028058

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1.9645955.81255

1307.615

0δ 1 52.82303

δ m 118.5753

2.00E-076.25E+08

2.222222

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966.21040.007539

0.64119

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SCF CALCULATIONINPUT :

Ik3 = 50000 A

l = 6 mlc = 6 mn c = 2

Fst = 1066.51125 NAs = 597 mm2E = 6.90E+10 N/m2a ph = 6 m

a s = 0.45 m

d s = 31.77 mm

ls = 3.5 m

m' c = 2.4167 kg/m

During SC a min.req = 50%.Clph.ph 2 m

CALC :μ0 = 1.25664E-06

F' = 62.5

r = 1.318551492

δ 1 = 52.82302914

bc f es = 0.2 m 0.2

T = 0.802549396

Tres = 0.658828166

Eff. Young Mod Eeff = 2.21E+10

N = 3.34E-05

Stress Factor ζ = 0.0833

Tk1 = 0.3210

Tk1/Tres = 0.487258704

δ end = 105.4768786

χ = -0.31855149

δm = 118.5753479

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ϕ = 1.964594881

ψ = 0.168061078

Tensile Force Ftd1 = 1418.643332 N

εela = 1.175E-02

ε th = 7.80E-05

CD = 2.2343

CF = 1.101855149

f ed = 0.492386

Drop Force Ffd = 1535.099959 N 1535.099959

0bh = 0.39232 m

amin = 4.76536 m

Clearancce check = OK

Clasheff = FALSE

v1 = 3.016

k = 1.907

v2 = 2.35

v3 = 0.2

Fv = 11429.405 N

ε st = 3.739

εpi = 167.655

j = 5.948

j < 1 Sub-conductor do not Clash j >= 1

η = 0.229 ξ =

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a s/d s = 14.16 v41

v41 = 0.2704

Ve = 1.5073

PINCH FORCE Fpi = 1089.059493 N

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40410

53880

1066.51125

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-9.3057E-05

if r > 0.6 ^ δm>=70 here r= 1.318551492

δm = 118.5753479

Sub-conductor Clash 3.739018741 1.902659702

3.8

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13.16

2700.410773 N

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2.21E+10 1.2864166.9E+10 0.946931

893225.5 < 5.00E+071.607806 0.028058

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1.9645955.81255

1535.1

0δ 1 52.82303

δ m 118.5753

2.00E-076.25E+08

2.222222

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108.23440.018224

0.64119

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Conductor Designation

Distance between Support 44.8 m 44.8 m 30.4 m

Phase spacing 3 m 3 m 3 mstringing Height 8.5 m 8.5 m 12 m

spacer span 2.5 m 2.5 m 2.5 m

No of conductor 4 nos 2 nos 2 nos

Distance between subconductors 0.25 m 0.25 m 0.25 m

Static Tension/phase 1500 Kg 1500 Kg 1500 Kg

Tensile force during S/C 1843 Kg 2052 Kg 1733 Kg

Drop force after S/C 0 Kg 2381 Kg 1995 Kg

Pinch Force during S/C 2712 Kg 2608 Kg 2459 Kg

Sag due to Tension clamp 0.553 m 0.499 m 0.477 m

Sag due to Conductor 1.787 m 1.284 m 0.628 m

Total Maximum sag 2.340 m 1.783 m 1.105 m

Total Swing 1.548 m 1.278 m 0.7 m

132kV

Main Bus

ZEBRA ZEBRA ZEBRA

Transfer Bus Jack Bus

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66.5 m 42.5 m 48 m 52.5 m

4.5 m 3 m 6 m 6 m18 m 12 m 16 m 24 m

2.5 m 2.5 m 3.5 m 3.5 m

2 nos 2 nos 2 nos 2 nos

0.25 m 0.25 m 0.45 m 0.45 m

1500 Kg 1500 Kg 4000 Kg 4000 Kg

2050 Kg 1999.36 Kg 4225.22 Kg 4317 Kg

3059 Kg 2304.74 Kg 5001 Kg 5014 Kg

2772 Kg 2586.32 Kg 5097 Kg 5337 Kg

0.907 m 0.426 m 0.976 m 0.896 m

11.294 m 1.001 m 0.96 m 0.962 m

12.201 m 1.427 m 1.936 m 1.858 m

-0.286 m 0.919 m 1.437 m 1.419 m

400kV

ZEBRA ZEBRA MOOSEBULL

Interconn-1 Interconn-2 Main Bus Jack Bus

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SCF CALCULATIONINPUT :

Ik3 = 50000 A

l = 48 mlc = 37.2 mn c = 4

Fst = 39228 NAs = 865 mm2E = 5.51E+10 N/m2a ph = 6 m

a s = 0.45 m

d s = 38.25 mm

ls = 3.5 m

m' c = 2.7327 kg/m

During SC a min.req = 50%.Clph.ph 2 m

CALC :μ0 = 1.25664E-06

F' = 48.4375

r = 0.451855683

δ 1 = 24.316102

bc f es = 0.787006452

T = 1.592010473

Tres = 1.53704016

Eff. Young Mod Eeff = 3.00E+10

N = 2.18E-07

Stress Factor ζ = 0.0838

Tk1 = 0.6368

Tk1/Tres = 0.414305498

δ end = 45.19178058

χ = 0.679422109

δm = 57.2014989

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a s/d s = 11.76

v41 = 0.1972

Ve = 4.3613

PINCH FORCE Fpi = 51190.55329 N

5218.201151

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3.00E+10 1.0475445.51E+10 0.988754

11337572 < 5.00E+0720.40763 0.348697

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0.2920453.895039

-7.5505E-05

51848.05

0δ 1 24.3161

δ m 57.2015

2.00E-071.56E+08

6.666667

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1.080776238.1497

0.0589

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SCF CALCULATIONINPUT :

Ik3 = 31500 A

l = 44.8 mlc = 38.9 mn c = 4

Fst = 19614 NAs = 484.5 mm2E = 7.04E+10 N/m2a ph = 3 m

a s = 0.25 m

d s = 28.62 mm

ls = 2.5 m

m' c = 2.0066 kg/m

During SC a min.req = 50%.Clph.ph 0.65 m

CALC :μ0 = 1.25664E-06

F' = 43.07871094

r = 0.547274023

δ 1 = 28.69074251

bc f es = 1.00683368

T = 1.800676271

Tres = 1.713341308

Eff. Young Mod Eeff = 3.65E+10

N = 2.37E-07

Stress Factor ζ = 0.2893

Tk1 = 0.7203

Tk1/Tres = 0.420389391

δ end = 53.86637333

χ = 0.557997447

δm = 66.08257929

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ϕ = 0.419880072

ψ = 0.454359583

Tensile Force Ftd1 = 23355.89095 N

εela = 8.881E-04

ε th = 3.06E-05

CD = 1.2969

CF = 1.05

f ed = 1.371096

Drop Force Ffd = 0 N 32011.43691

0bh = 0.65824 m

amin = 1.43352 m

Clearancce check = OK

Clasheff = FALSE

v1 = 3.863

k = 1.907

v2 = 2.292

v3 = 0.367

Fv = 2324.990 N

ε st = 0.445

εpi = 0.421

j = 0.540

j >= 1 Sub-conductor Clash j < 1 Sub-conductor do not Clash

η = 0.301-1.1104921

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a s/d s = 8.74

v41 = 0.3634

Ve = 2.5658

PINCH FORCE Fpi = 29854.53735 N

3043.275978

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15.56

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3.65E+10 1.0676897.04E+10 0.984344

10120743 < 5.00E+0718.21734 0.312622

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0.419884.320635

0.232115196

if r > 0.6 ^ δm>=70 here r= 0.547274

δm = 66.08258δ 1 28.69074

δ m 66.08258

2.00E-0762015625 8.73515

12

0.28

0.67502 -0.567

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1.48209530.456080.100082

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SCF CALCULATIONINPUT :

Ik3 = 31500 A

l = 3.2 mlc = 3.2 mn c = 2

Fst = 318.3849088 NAs = 485 mm2E = 6.90E+10 N/m2a ph = 3 m

a s = 0.25 m

d s = 28.62 mm

ls = 2.5 m

m' c = 1.9023 kg/m

During SC a min.req = 50%.Clph.ph 0.65 m

CALC :μ0 = 1.25664E-06

F' = 49.6125

r = 1.329711266

δ 1 = 53.05526177

bc f es = 0.15 m 0.15

T = 0.695028164

Tres = 0.569314052

Eff. Young Mod Eeff = 2.12E+10

N = 3.17E-06

Stress Factor ζ = 5.7989

Tk1 = 0.2780

Tk1/Tres = 0.488326724

δ end = 105.967881

χ = -0.32971127

δm = 119.2512514

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ϕ = 1.991311295

ψ = 0.824040031

Tensile Force Ftd1 = 840.8291438 N

εela = 1.658E-03

ε th = 4.05E-05

CD = 1.1357

CF = 1.102971127

f ed = 0.187902

Drop Force Ffd = 2152.275156 N 2152.275156

0bh = 0.15017 m

amin = 2.44965 m

Clearancce check = OK

Clasheff = FALSE

v1 = 2.303

k = 1.907

v2 = 2.45

v3 = 0.25

Fv = 4864.491 N

ε st = 0.193

εpi = 16.675

j = 3.738

j < 1 Sub-conductor do not Clash j >= 1

η = 0.229 ξ =

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a s/d s = 8.74 v41

v41 = 0.2544

Ve = #NUM!

PINCH FORCE Fpi = #NUM! N

3470353.7206932

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0.000296459

if r > 0.6 ^ δm>=70 here r= 1.329711266

δm = 119.2512514

Sub-conductor Clash 3.739018741 1.902659702

4

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7.74

#NUM! N

2230227.3190622

704.5751

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2.12E+10 1.2898726.9E+10 0.946463

328231.9 < 5.00E+070.590817 0.010312

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1.9913115.816319

2152.275

0δ 1 53.05526

δ m 119.2513

2.00E-072.48E+08

4

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14.122880.0156250.559317

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SCF CALCULATIONINPUT :

Ik3 = 50000 A

l = 4.8 mlc = 4.8 mn c = 2

Fst = 852.7539552 NAs = 597 mm2E = 6.90E+10 N/m2a ph = 6 m

a s = 0.45 m

d s = 31.77 mm

ls = 3.5 m

m' c = 2.2644 kg/m

During SC a min.req = 50%.Clph.ph 0.65 m

CALC :μ0 = 1.25664E-06

F' = 62.5

r = 1.407205434

δ 1 = 54.60132153

bc f es = 0.15 m 0.15

T = 0.695028164

Tres = 0.560778408

Eff. Young Mod Eeff = 2.18E+10

N = 2.12E-06

Stress Factor ζ = 1.4393

Tk1 = 0.2780

Tk1/Tres = 0.495759576

δ end = 109.1832643

χ = -0.40720543

δm = 124.029405

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a s/d s = 14.16 v41

v41 = 0.2704

Ve = #NUM!

PINCH FORCE Fpi = #NUM! N

3470353.7206932

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40410

53880

852.7539552

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4.927014709

if r > 0.6 ^ δm>=70 here r= 1.407205434

δm = 124.029405

Sub-conductor Clash 3.739018741 1.902659702

4

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13.16

#NUM! N

2230227.3190622

704.5751

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2.18E+10 1.31396.9E+10 0.943298

714199.3 < 5.00E+071.285559 0.022435

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2.1795.838823

3058.62

0δ 1 54.60132

δ m 124.0294

2.00E-076.25E+08

2.222222

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7.1744860.015625

0.64119

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SCF CALCULATIONINPUT :

Ik3 = 50000 A

l = 5 mlc = 5 mn c = 2

Fst = 230.2601875 NAs = 597 mm2E = 6.90E+10 N/m2a ph = 6 m

a s = 0.45 m

d s = 31.77 mm

ls = 3.5 m

m' c = 2.2540 kg/m

During SC a min.req = 50%.Clph.ph 2 m

CALC :μ0 = 1.25664E-06

F' = 62.5

r = 1.413708713

δ 1 = 54.72596611

bc f es = 0.6 m 0.6

T = 1.390056329

Tres = 1.120145219

Eff. Young Mod Eeff = 2.10E+10

N = 5.72E-05

Stress Factor ζ = 2.9164

Tk1 = 0.5560

Tk1/Tres = 0.496384328

δ end = 109.4378107

χ = -0.41370871

δm = 124.4380243

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a s/d s = 14.16 v41

v41 = 0.2704

Ve = 0.9384

PINCH FORCE Fpi = 238.4526581 N

3470353.7206932

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40410

53880

230.2601875

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0.000243719

if r > 0.6 ^ δm>=70 here r= 1.413708713

δm = 124.4380243

Sub-conductor Clash 3.739018741 1.902659702

6.5

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13.16

1245.707244 N

2230227.3190622

704.5751

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Rough Not to be deleted

2.10E+10 1.3159176.9E+10 0.943039

192847.7 < 5.00E+070.347126 0.006058

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2.1949165.840514

1143.592

0δ 1 54.72597

δ m 124.438

2.00E-076.25E+08

2.222222

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