13.7. Doing an Example Capacitance Calculation (Command Method)

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The following is an example of how to perform a capacitance matrix calculation by issuing ANSYS commands. You can also perform the analysis through the ANSYS GUI menus.

For details on extracting capacitance from multi-conductor systems, see Extracting Capacitance from Multi-conductor Systems in this manual.

13.7.1. The Example Described

In this example, two long cylinders sit above an infinite ground plane. The objective is to compute the self and mutual capacitance coefficients between the conductors and ground.

13.7.2. Modeling Notes

The ground plane and the Infinite elements share a common boundary at the outer radius of the model. The Infinite elements by nature can only represent a zero potential at the infinite location. Since the ground plane shares a common boundary with the infinite elements, they together represent the ground conductor. The nodes of the ground plane are sufficient to represent the ground conductor since the infinite element nodes are internally grounded by the program. By grouping the other two cylindrical conductor node sets into node components as well, you arrive at a 3-conductor system.

Figure 13.6: "Model Areas of Capacitance Example Problem" displays the model areas and Figure 13.7: "Elements of Capacitance Example Problem" displays the finite elements.

Figure 13.6  Model Areas of Capacitance Example Problem

Figure 13.7  Elements of Capacitance Example Problem

13.7.3. Computed Results

The computed ground and lumped capacitance results for this example problem are as follows:

(Cg)11 = 0.454E-4 pF(Cl)11 = 0.354E-4 pF
(Cg)12 = -0.998E-5 pF(Cl)12 = 0.998E-5 pF
(Cg)22 = 0.454E-4 pF(Cl)22 = 0.354E-4 pF

13.7.4. Command Listing

You can perform this example capacitance matrix calculation using the ANSYS commands shown below. Text prefaced by an exclamation point (!) is a comment.

/batch,list
/prep7
/title, Capacitance of two long cylinders above a ground plane

a=100                    ! Cylinder inside radius (μm)
d=400                    ! Outer radius of air region
ro=800                   ! Outer radius of infinite elements


et,1,121                 ! 8-node 2-D electrostatic element
et,2,110,1,1             ! 8-node 2-D Infinite element
emunit,epzro,8.854e-6    ! Set free-space permittivity for μMKSV units
mp,perx,1,1


cyl4,d/2,d/2,a,0         ! Create mode in first quadrant
cyl4,0,0,ro,0,,90
cyl4,0,0,2*ro,0,,90

aovlap,all
numcmp,area
smrtsiz,4
mshape,1                 ! Mesh air region
amesh,3

lsel,s,loc,x,1.5*ro
lsel,a,loc,y,1.5*ro
lesize,all,,,1
type,2
mshape,0
mshkey,1
amesh,2                  ! Mesh infinite region
arsymm,x,all             ! Reflect model about y axis
nummrg,node
nummrg,kpoi

csys,1

nsel,s,loc,x,2*ro
sf,all,inf               ! Set infinite flag in Infinite elements

local,11,1,d/2,d/2
nsel,s,loc,x,a
cm,cond1,node            ! Assign node component to 1st conductor
local,12,1,-d/2,d/2
nsel,s,loc,x,a
cm,cond2,node            ! Assign node component to 2nd conductor					
csys,0
nsel,s,loc,y,0
cm,cond3,node            ! Assign node component to ground conductor
allsel,all
finish
/solu
cmatrix,1,'cond',3,0     ! Compute capacitance matrix coefficients	
finish
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