Element order dependent impedance solution
Brought to you by:
techentin
Impedance solution differs for dual-stripline case
depending on order of definition of elements. For
example, define order 1 = (gnd, diel1, cond, diel2,
diel3, gnd) with cond offset equal to cond thickness
yields correct solution. If order is changed to order 2
= (gnd, diel1, diel2, diel3, gnd, cond) with cond
offset equal to a larger number that puts the conductor
in the same geometric position as the first case. The
two cases should be geometrically equal, but yield very
different simulation results for impedance (up to 20%
different). Comparing the first case (order 1) with
other field simulators shows that that case is correct.
Submitted by gerald.johnson@teradyne.com
Logged In: NO
Here's an example input file that shows one of each type of
construction.
#----------------------------------
# File: C:/Program
Files/tnt-1.2.2/examples/order_dependent_bug/dual_stripline_order_dependent_bug_example.xsctn
# Wed Jul 12 3:41:53 PM Central Daylight Time 2006
#----------------------------------
package require csdl
set _title ""
set ::Stackup::couplingLength "0.0254"
set ::Stackup::riseTime "100"
set ::Stackup::frequency "1e9"
set ::Stackup::defaultLengthUnits "mils"
set CSEG 40
set DSEG 40
GroundPlane GrouPlan1 \
-thickness 1.3 \
-yOffset 0.0 \
-xOffset 0.0
DielectricLayer DielLaye1 \
-thickness 6.4 \
-lossTangent .017 \
-permittivity 3.4 \
-permeability 1.0 \
-yOffset 0.0 \
-xOffset 0.0
TrapezoidConductors TrapCond1 \
-pitch 20.25 \
-conductivity 5.0e7S/m \
-bottomWidth 9.5 \
-height 1.3 \
-number 1 \
-topWidth 10.5 \
-yOffset -1.3 \
-xOffset 0.0
DielectricLayer DielLaye2 \
-thickness 5 \
-lossTangent .017 \
-permittivity 3.39 \
-permeability 1.0 \
-yOffset 0.0 \
-xOffset 0.0
DielectricLayer DielLaye3 \
-thickness 6.4 \
-lossTangent .017 \
-permittivity 3.4 \
-permeability 1.0 \
-yOffset 0.0 \
-xOffset 0.0
GroundPlane GrouPlan2 \
-thickness 1.3 \
-yOffset 0.0 \
-xOffset 0.0
TrapezoidConductors TrapCond2 \
-pitch 1.0 \
-conductivity 1.0 \
-bottomWidth 9.5 \
-height 1.3 \
-number 1 \
-topWidth 10.5 \
-yOffset -14 \
-xOffset 50
Here's the output from the simulation:
2006 07 12 15:41:53 jjohnson NMMTL_2DLF
File = C:/Program
Files/tnt-1.2.2/examples/order_dependent_bug/dual_stripline_order_dependent_bug_example
Number of Signal Lines = 2
Number of Ground Planes = 2
Number of Ground Wires = 0
Coupling Length = 0.02540 meters
Rise Time = 100.0000 picoseconds
Contour (conductor) segments [cseg] = 40
Ground Plane/Dielectric segments [dseg] = 40
Conductivity TrapCond2T1 = 1 siemens/meter
Conductivity TrapCond1T0 = 5e+007 siemens/meter
Note: minimum frequency for surface current assumptions is
465 MHz.
Mutual and Self Electrostatic Induction:
B(Active Signal , Passive Signal) Farads/Meter
B( ::TrapCond2T1 , ::TrapCond2T1 )= 1.7624328e-010
B( ::TrapCond2T1 , ::TrapCond1T0 )= -3.6460249e-014
B( ::TrapCond1T0 , ::TrapCond2T1 )= -3.6455380e-014
B( ::TrapCond1T0 , ::TrapCond1T0 )= 1.5484733e-010
Mutual and Self Inductance:
L(Active Signal , Passive Signal) Henrys/Meter
L( ::TrapCond2T1 , ::TrapCond2T1 )= 2.1426635e-007
L( ::TrapCond2T1 , ::TrapCond1T0 )= 5.0728755e-011
L( ::TrapCond1T0 , ::TrapCond2T1 )= 5.0723883e-011
L( ::TrapCond1T0 , ::TrapCond1T0 )= 2.4379949e-007
Asymmetry Ratios:
Asymmetry ratio for inductance matrix:
0.009602% (max), 0.009602% (average)
Asymmetry ratio for electrostatic induction matrix:
0.013354% (max), 0.013354% (average).
Characteristic Impedance (Ohms):
For Signal Line ::TrapCond2T1= 34.8675
For Signal Line ::TrapCond1T0= 39.6793
Characteristic Impedance Odd/Even (Ohms):
odd= 34.8598
even= 34.8752
Effective Dielectric Constant:
For Signal Line ::TrapCond2T1= 3.39867
For Signal Line ::TrapCond1T0= 3.39765
Propagation Velocity (meters/second):
For Signal Line ::TrapCond2T1= 1.6261710e+008
For Signal Line ::TrapCond1T0= 1.6264146e+008
Propagation Velocity Odd/Even (meters/second):
odd= 1.62732e+008
even= 1.62727e+008
Propagation Delay (seconds/meter):
For Signal Line ::TrapCond2T1= 6.1494146e-009
For Signal Line ::TrapCond1T0= 6.1484939e-009
Propagation Delay Odd/Even (seconds/meter):
odd= 6.14507e-009
even= 6.14525e-009
Rdc:
Rdc(Active Signal , Passive Signal) Ohms/Meter
Rdc( ::TrapCond2T1 , ::TrapCond2T1 )= 1.1923093e+008
Rdc( ::TrapCond2T1 , ::TrapCond1T0 )= 0.0000000e+000
Rdc( ::TrapCond1T0 , ::TrapCond2T1 )= 0.0000000e+000
Rdc( ::TrapCond1T0 , ::TrapCond1T0 )= 2.3846209e+000
Far-End (Forward) Cross Talk:
FXT(Active Signal, Passive Signal)
FXT( ::TrapCond2T1 , ::TrapCond1T0 )= -9.80464e-007 =
-120.17137 dB
Near-End (Backward) Cross Talk:
BXT(Active Signal, Passive Signal)
BXT( ::TrapCond2T1 , ::TrapCond1T0 )= 1.10652e-004 =
-79.12084 dB
NOTE: Cross talk results assume there are no reflections.