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TEST_CASES/TWISTED_PAIR_FD_DIELECTRIC_LAPLACE/RUN_DIRECTORY/twisted_pair.bundle 7.9 KB
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886c558b   Steve Greedy   SACAMOS Public Re... 
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v2.0.0
twisted_pair
           1   ! number of cables not including ground plane
           1   ! number of cables, cable name and x y coordinates follow...
FD_twisted_pair
  -1.0000000000000000E-003   0.0000000000000000        0.0000000000000000       x y coordinates and angle of cable 
no_ground_plane
           3   # total number of conductors
           2   # dimension of the matrix system characterising the MTL propagation
           2   # number of domains
 Domain number           1
           2  number of conductors in this domain
 terminal_conductor_list
           2  ! number of elements 
           1
           2
 Per-Unit-length Inductance Matrix, [L]
           1  Dimension of [L]
  4.97746314E-07
 Per-Unit-length Capacitance Matrix, [C]
           1  Dimension of [C]
  2.75030561E-11
 Per-Unit-length Impedance Matrix, Z
 Matrix of Laplace domain filters
           1    # dimension of Sfilter matrix
Element:   1   1
   1.0000000000000000        # w normalisation constant
           1   # a order, a coefficients follow below:
   0.0000000000000000        4.9774631438357928E-007
           0   # b order, b coefficients follow below:
   1.0000000000000000     
 Per-Unit-length Admittance Matrix, Y
 Matrix of Laplace domain filters
           1    # dimension of Sfilter matrix
Element:   1   1
   6283185307.1795864        # w normalisation constant
           6   # a order, a coefficients follow below:
   5.2171589119166806E-010  0.19693240557653896        2.7958294178294900        14.854906261513904        35.006729349432696        30.870117243564302       -2.2964149649039725E-007
           6   # b order, b coefficients follow below:
   1.0000000000000000        14.648420061930665        80.376074465467568        195.78821828806892        178.63959606895639       -6.3872520183460206E-007  -4.6552739782496880E-014
 Domain number           2
           2  number of conductors in this domain
 terminal_conductor_list
           2  ! number of elements 
           2
           3
 Per-Unit-length Inductance Matrix, [L]
           1  Dimension of [L]
  3.13679742E-07
 Per-Unit-length Capacitance Matrix, [C]
           1  Dimension of [C]
  3.82781188E-11
 Per-Unit-length Impedance Matrix, Z
 Matrix of Laplace domain filters
           1    # dimension of Sfilter matrix
Element:   1   1
   1.0000000000000000        # w normalisation constant
           1   # a order, a coefficients follow below:
   0.0000000000000000        3.1367974192975265E-007
           0   # b order, b coefficients follow below:
   1.0000000000000000     
 Per-Unit-length Admittance Matrix, Y
 Matrix of Laplace domain filters
           1    # dimension of Sfilter matrix
Element:   1   1
   6283185307.1795864        # w normalisation constant
           6   # a order, a coefficients follow below:
   6.3172785865275860E-009  0.25069958748129828        3.6386285070505036        19.767889098950164        47.639197713075333        42.964418583506045       -2.0823388323979858E-006
           6   # b order, b coefficients follow below:
   1.0000000000000000        14.648420061930665        80.376074465467568        195.78821828806892        178.63959606895639       -6.3872520183460206E-007  -4.6552739782496880E-014
 # Global current domain transformation matrix, [MI]
           2  Dimension of [MI]
  5.00000000E-01 -5.00000000E-01
  1.00000000E+00  1.00000000E+00
 # Global voltage domain transformation matrix, [MV]
           2  Dimension of [MV]
  1.00000000E+00 -1.00000000E+00
  5.00000000E-01  5.00000000E-01
 # Global domain based inductance matrix, [L]
           2  Dimension of [L]
  4.97746314E-07  0.00000000E+00
  0.00000000E+00  3.13679742E-07
 # Global domain based capacitance matrix, [C]
           2  Dimension of [C]
  2.75030561E-11  0.00000000E+00
  0.00000000E+00  3.82781188E-11
 Global domain based Per-Unit-length Impedance Matrix, Z
 Matrix of Laplace domain filters
           2    # dimension of Sfilter matrix
Element:   1   1
   1.0000000000000000        # w normalisation constant
           1   # a order, a coefficients follow below:
   0.0000000000000000        4.9774631438357928E-007
           0   # b order, b coefficients follow below:
   1.0000000000000000     
Element:   1   2
   1.0000000000000000        # w normalisation constant
           0   # a order, a coefficients follow below:
   0.0000000000000000     
           0   # b order, b coefficients follow below:
   1.0000000000000000     
Element:   2   1
   1.0000000000000000        # w normalisation constant
           0   # a order, a coefficients follow below:
   0.0000000000000000     
           0   # b order, b coefficients follow below:
   1.0000000000000000     
Element:   2   2
   1.0000000000000000        # w normalisation constant
           1   # a order, a coefficients follow below:
   0.0000000000000000        3.1367974192975265E-007
           0   # b order, b coefficients follow below:
   1.0000000000000000     
 Global domain based Per-Unit-length Admittance Matrix, Y
 Matrix of Laplace domain filters
           2    # dimension of Sfilter matrix
Element:   1   1
   6283185307.1795864        # w normalisation constant
           6   # a order, a coefficients follow below:
   5.2171589119166806E-010  0.19693240557653896        2.7958294178294900        14.854906261513904        35.006729349432696        30.870117243564302       -2.2964149649039725E-007
           6   # b order, b coefficients follow below:
   1.0000000000000000        14.648420061930665        80.376074465467568        195.78821828806892        178.63959606895639       -6.3872520183460206E-007  -4.6552739782496880E-014
Element:   1   2
   1.0000000000000000        # w normalisation constant
           0   # a order, a coefficients follow below:
   0.0000000000000000     
           0   # b order, b coefficients follow below:
   1.0000000000000000     
Element:   2   1
   1.0000000000000000        # w normalisation constant
           0   # a order, a coefficients follow below:
   0.0000000000000000     
           0   # b order, b coefficients follow below:
   1.0000000000000000     
Element:   2   2
   6283185307.1795864        # w normalisation constant
           6   # a order, a coefficients follow below:
   6.3172785865275860E-009  0.25069958748129828        3.6386285070505036        19.767889098950164        47.639197713075333        42.964418583506045       -2.0823388323979858E-006
           6   # b order, b coefficients follow below:
   1.0000000000000000        14.648420061930665        80.376074465467568        195.78821828806892        178.63959606895639       -6.3872520183460206E-007  -4.6552739782496880E-014
  # conductor impedance models
           1  # Conductor impedance model type
   5.0000000000000001E-004  # conductor radius
   50000000.000000000       # conductivity
   1.5000000000000000       # Resistance_multiplication_factor
           1  # Conductor impedance model type
   5.0000000000000001E-004  # conductor radius
   50000000.000000000       # conductivity
  0.50000000000000000       # Resistance_multiplication_factor
           4  # Conductor impedance model type
   5.0000000000000001E-003  # conductor radius
   0.0000000000000000       # conductivity
   1.0000000000000000       # Resistance_multiplication_factor
   0.0000000000000000       # shield thickness
   1.0000000000000000        # w normalisation constant
           0   # a order, a coefficients follow below:
   0.0000000000000000     
           0   # b order, b coefficients follow below:
   1.0000000000000000     
  # conductor x y positions
  -1.0000000000000000E-003   0.0000000000000000     
  -1.0000000000000000E-003   0.0000000000000000     
  -1.0000000000000000E-003   0.0000000000000000     
is_shield  tc_to_in_domain  tc_to_out_domain  tc_to_gdc    tc_to_ldc    tc_to_ref_tc  
    F              0              1              1              1              2
    T              1              2              2              1              3
    F              0              3              3              1              3