RE: apertures

2003-07-21 Thread C N

Yes, the potential across the closer of the the two sides of a slot is 
saying the same thing as
the potential across the longest sides. i.e. the closer of the two sides of 
a slot are the
longest sides of that slot.

And technically speaking, babinet's principle is concerned with optics.

Taking the same method used in optics by babinet and applied to 
elctromagnetics gives the duality
between slots and wires. In other words, a wire in space has the dual of a 
long thin slot cut into
an infinite metal sheet. And the explanation as to how the ploarity of the e 
and h fields getting
flopped was excellent.

Regards, Doug McKean

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RE: apertures

2003-07-16 Thread Brench, Colin

One approach to take for small apertures in solid sheets is to reverse
the model.  That is model the equivalent dipole, you will have far fewer
elements and no meshing issues.  Due to the duality between E and H
known as Babinet's priciple, this is vaild method.  

Check out slide 8 on this link:
http://www-ece2.engr.ucf.edu/~tomwu/course/eel6492/notes00/emc9.pdf 

and pages 50 - 54 on this one:  Example 5 is just what I mean.
http://faculty.uml.edu/aakyurtlu/16.571/Aperture%20Antennas.pdf 

(these were the first to show up on Google that showed the points I
wanted to make, another search might reveal more information)

cheers,

Colin..


From: drcuthb...@micron.com [mailto:drcuthb...@micron.com] 
Sent: Wednesday, July 16, 2003 11:23 AM
To: abx...@hotmail.com; emc-p...@majordomo.ieee.org
Subject: RE: apertures



I thought a slot is driven with a potential across the closest sides.
Radiation occurs due to current at the far ends. Like two short dipoles
spaced a distance (1/2 wavelength with a resonant slot) apart. So at
horizontal slot has the E-field vertical and the H-field horizontal. The
polarization is vertical for a horizontal slot.

I have fooled around with NEC simulations but the mesh that represents
the sheet becomes huge and cumbersome when the grid size is kept small
(like 1/16 wavelength). I have had some success using the automatic
ground plane generation feature and sticking several planes together.

  Dave


From: C N [mailto:abx...@hotmail.com]
Sent: Thursday, July 10, 2003 8:29 PM
To: emc-p...@majordomo.ieee.org
Subject: RE: apertures



I usually have a problem with these equations. They give no reference to
the 
angle
at which the wave is impinging upon the sheet.

The way slots work is to put amaximum differential between the longest 
sides.
If the impinging wave puts a circulating current laterally across the
slot, 
the slot
will radiate at a maximum.  If the impinging wave puts a circulating
current longitudinally along the slot, the slot will radiate at a
minimum.

It's just that there's a lot of other characteristics which define how a

slot radiates.

Or are we assuming that everything is perfectly lined up for maximum 
performance?

Regards, Doug McKean

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RE: apertures

2003-07-16 Thread drcuthb...@micron.com

I thought a slot is driven with a potential across the closest sides.
Radiation occurs due to current at the far ends. Like two short dipoles spaced
a distance (1/2 wavelength with a resonant slot) apart. So at horizontal slot
has the E-field vertical and the H-field horizontal. The polarization is
vertical for a horizontal slot.

I have fooled around with NEC simulations but the mesh that represents the
sheet becomes huge and cumbersome when the grid size is kept small (like 1/16
wavelength). I have had some success using the automatic ground plane
generation feature and sticking several planes together.

  Dave


From: C N [mailto:abx...@hotmail.com]
Sent: Thursday, July 10, 2003 8:29 PM
To: emc-p...@majordomo.ieee.org
Subject: RE: apertures



I usually have a problem with these equations. They give no reference to the 
angle
at which the wave is impinging upon the sheet.

The way slots work is to put amaximum differential between the longest 
sides.
If the impinging wave puts a circulating current laterally across the slot, 
the slot
will radiate at a maximum.  If the impinging wave puts a circulating current
longitudinally along the slot, the slot will radiate at a minimum.

It's just that there's a lot of other characteristics which define how a 
slot radiates.

Or are we assuming that everything is perfectly lined up for maximum 
performance?

Regards, Doug McKean

_
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Re: apertures

2003-07-11 Thread Pat Lawler

On Thu, 10 Jul 2003 12:58:49 -0600, drcuthb...@micron.com wrote:
I have a question on apertures. You may recall the formula that is frequently
given for signal attenuation through a small aperture in a large conductive
sheet. It is 20LOG(I/2L), where I is the wavelength and L is the slot length.
For example, if x is 1/2-wavelength then the attenuation is 0 dB. But I'm not
100% sure what the attenuation is referenced to. If they are referencing it to
the E-field that would be present at the aperture location if the sheet were
not there to the E-field across the length of the aperture then that makes
sense. It seems that we now have a 1/2 wavelength aperture radiating only the
signal energy that it has intercepted.

Let's say it is referenced to the E-field that would be present with no
sheet. Now to say that the E-field a large distance away from the 1/2
wavelength aperture has not been attenuated by the aperture is wrong, although
this is implied by the formula. Only a fraction of the energy contained in the
total incident wave has made it through the aperture. The aperture now acts as
a dipole radiating this fraction of the total incident wave.

So is the attenuation given by this formula to be referenced to the power
that would be intercepted by a dipole? 

  I'm not experienced in radiation issues, so I might be off-base.

  I remember this subject being discussed in Henry Ott's book, Noise
Reduction Techniques in Electronic Systems.  On page 182, he starts
talking about shielding with magnetic metals, and about apertures
specifically on page 187.
  It looks like the subject concerns magnetic currents induced in the
metal radiating at the point of discontinuity (the slot).

  Is this the same situation as measuring shielding effectiveness with
two antennas?



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RE: apertures

2003-07-10 Thread C N

I usually have a problem with these equations. They give no reference to the 
angle
at which the wave is impinging upon the sheet.

The way slots work is to put amaximum differential between the longest 
sides.
If the impinging wave puts a circulating current laterally across the slot, 
the slot
will radiate at a maximum.  If the impinging wave puts a circulating current
longitudinally along the slot, the slot will radiate at a minimum.

It's just that there's a lot of other characteristics which define how a 
slot radiates.

Or are we assuming that everything is perfectly lined up for maximum 
performance?

Regards, Doug McKean

_
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RE: apertures

2003-07-10 Thread Brench, Colin
Hi,
 
Another way of thinking about this is to consider the effective aperture of
the slot antenna on the source side of the shield this will more easily give
the amount of energy coupled into the antenna.  However, remember that the
shielding effectiveness equation is specific to planes wave sources and uses
the plane wave or far field from the shield as the measurement the transmitted
field.  
 
Your comment about wanting to increase energy transmission implies that you
need to influence the field around the aperture.  There are ways of doing this
by adding features to a shield that will degrade the shielding by 6 or more dB
depending upon what frequency and bandwidth you need, however the basic
shielding equations are not applicable as they make far field (plane wave)
assumptions which do not apply.  If you would like to send me an email off the
list with more details I'll give you some means of achieving this.
 
Colin..


From: drcuthb...@micron.com [mailto:drcuthb...@micron.com]
Sent: Thursday, July 10, 2003 7:03 PM
To: ed.pr...@cubic.com; emc-p...@majordomo.ieee.org
Subject: RE: apertures


Ed,
 
thanks you did give me the answer I was looking for. I think you are right on
the radiation from the aperture. It should have a dipole pattern and
illuminate only half the hemisphere. I did not include this in the
calculations and will add the extra 3 dB. I am investigating this because I
actually want to increase the signal that passes through an aperture. I will
be interested to see what others tell us.
 
   Dave

From: Price, Ed [mailto:ed.pr...@cubic.com]
Sent: Thursday, July 10, 2003 3:08 PM
To: emc-p...@majordomo.ieee.org
Subject: RE: apertures





-Original Message- 
From: drcuthb...@micron.com [ mailto:drcuthb...@micron.com] 
Sent: Thursday, July 10, 2003 11:59 AM 
To: emc-p...@majordomo.ieee.org 
Subject: apertures 
 
 
 
I have a question on apertures. You may recall the formula 
that is frequently given for signal attenuation through a 
small aperture in a large conductive sheet. It is 20LOG(I/2L), 
where I is the wavelength and L is the slot length. For 
example, if x is 1/2-wavelength then the attenuation is 0 dB. 
But I'm not 100% sure what the attenuation is referenced to. 
If they are referencing it to the E-field that would be 
present at the aperture location if the sheet were not there 
to the E-field across the length of the aperture then that 
makes sense. It seems that we now have a 1/2 wavelength 
aperture radiating only the signal energy that it has intercepted. 
 
Let's say it is referenced to the E-field that would be 
present with no sheet. Now to say that the E-field a large 
distance away from the 1/2 wavelength aperture has not been 
attenuated by the aperture is wrong, although this is implied 
by the formula. Only a fraction of the energy contained in the 
total incident wave has made it through the aperture. The 
aperture now acts as a dipole radiating this fraction of the 
total incident wave. 
 
So is the attenuation given by this formula to be referenced 
to the power that would be intercepted by a dipole? 
 
Dave Cuthbert 
Micron Technology 
 
 
 


Dave: 


Allow me to follow the power model. If the aperture has a long dimension of
1/2 wavelength, then the RF power illuminating the source side of the aperture
will propagate through the aperture with very little loss.

The total power propagating through the aperture is dependent on the area of
the aperture, as the aperture allows through all of the power that the
illuminating plane wave presents to the aperture area. For instance, if the
plane wave had a power density of 1 mW/sq cm, and the aperture had a 1 sq cm
area, then 1 mW would be propagating through the aperture, and that 1 mW would
then radiate out the far side of the aperture.

Now here the model gets a little foggy to me. Should I consider this 1 mW to
now be an isotropic radiator? I don't think so, because the barrier (that
contains the aperture) would block half the radiation. Indeed, the reflection
off the barrier would look like gain over isotropic. Should I now model the 1
mW as applied to a dipole (the end of the 1/2 wave aperture)?

Despite my floundering at the relaunching of the power that got through the
aperture, at least I can now imagine this power propagating out in a
hemispherical wavefront, spreading its 1 mW over greater and greater areas.

Hmmm, did I answer anything along the way? 


Regards, 

Ed 


Ed Price 
ed.pr...@cubic.com WB6WSN 
NARTE Certified EMC Engineer  Technician 
Electromagnetic Compatibility Lab 
Cubic Defense Systems 
San Diego, CA  USA 
858-505-2780  (Voice) 
858-505-1583  (Fax) 
Military  Avionics EMC Is Our Specialty 




RE: apertures

2003-07-10 Thread drcuthb...@micron.com
Ed,
 
thanks you did give me the answer I was looking for. I think you are right on
the radiation from the aperture. It should have a dipole pattern and
illuminate only half the hemisphere. I did not include this in the
calculations and will add the extra 3 dB. I am investigating this because I
actually want to increase the signal that passes through an aperture. I will
be interested to see what others tell us.
 
   Dave

From: Price, Ed [mailto:ed.pr...@cubic.com]
Sent: Thursday, July 10, 2003 3:08 PM
To: emc-p...@majordomo.ieee.org
Subject: RE: apertures





-Original Message- 
From: drcuthb...@micron.com [ mailto:drcuthb...@micron.com] 
Sent: Thursday, July 10, 2003 11:59 AM 
To: emc-p...@majordomo.ieee.org 
Subject: apertures 
 
 
 
I have a question on apertures. You may recall the formula 
that is frequently given for signal attenuation through a 
small aperture in a large conductive sheet. It is 20LOG(I/2L), 
where I is the wavelength and L is the slot length. For 
example, if x is 1/2-wavelength then the attenuation is 0 dB. 
But I'm not 100% sure what the attenuation is referenced to. 
If they are referencing it to the E-field that would be 
present at the aperture location if the sheet were not there 
to the E-field across the length of the aperture then that 
makes sense. It seems that we now have a 1/2 wavelength 
aperture radiating only the signal energy that it has intercepted. 
 
Let's say it is referenced to the E-field that would be 
present with no sheet. Now to say that the E-field a large 
distance away from the 1/2 wavelength aperture has not been 
attenuated by the aperture is wrong, although this is implied 
by the formula. Only a fraction of the energy contained in the 
total incident wave has made it through the aperture. The 
aperture now acts as a dipole radiating this fraction of the 
total incident wave. 
 
So is the attenuation given by this formula to be referenced 
to the power that would be intercepted by a dipole? 
 
Dave Cuthbert 
Micron Technology 
 
 
 


Dave: 


Allow me to follow the power model. If the aperture has a long dimension of
1/2 wavelength, then the RF power illuminating the source side of the aperture
will propagate through the aperture with very little loss.

The total power propagating through the aperture is dependent on the area of
the aperture, as the aperture allows through all of the power that the
illuminating plane wave presents to the aperture area. For instance, if the
plane wave had a power density of 1 mW/sq cm, and the aperture had a 1 sq cm
area, then 1 mW would be propagating through the aperture, and that 1 mW would
then radiate out the far side of the aperture.

Now here the model gets a little foggy to me. Should I consider this 1 mW to
now be an isotropic radiator? I don't think so, because the barrier (that
contains the aperture) would block half the radiation. Indeed, the reflection
off the barrier would look like gain over isotropic. Should I now model the 1
mW as applied to a dipole (the end of the 1/2 wave aperture)?

Despite my floundering at the relaunching of the power that got through the
aperture, at least I can now imagine this power propagating out in a
hemispherical wavefront, spreading its 1 mW over greater and greater areas.

Hmmm, did I answer anything along the way? 


Regards, 

Ed 


Ed Price 
ed.pr...@cubic.com WB6WSN 
NARTE Certified EMC Engineer  Technician 
Electromagnetic Compatibility Lab 
Cubic Defense Systems 
San Diego, CA  USA 
858-505-2780  (Voice) 
858-505-1583  (Fax) 
Military  Avionics EMC Is Our Specialty 




RE: apertures

2003-07-10 Thread Price, Ed


-Original Message- 
From: drcuthb...@micron.com [ mailto:drcuthb...@micron.com] 
Sent: Thursday, July 10, 2003 11:59 AM 
To: emc-p...@majordomo.ieee.org 
Subject: apertures 
 
 
 
I have a question on apertures. You may recall the formula 
that is frequently given for signal attenuation through a 
small aperture in a large conductive sheet. It is 20LOG(I/2L), 
where I is the wavelength and L is the slot length. For 
example, if x is 1/2-wavelength then the attenuation is 0 dB. 
But I'm not 100% sure what the attenuation is referenced to. 
If they are referencing it to the E-field that would be 
present at the aperture location if the sheet were not there 
to the E-field across the length of the aperture then that 
makes sense. It seems that we now have a 1/2 wavelength 
aperture radiating only the signal energy that it has intercepted. 
 
Let's say it is referenced to the E-field that would be 
present with no sheet. Now to say that the E-field a large 
distance away from the 1/2 wavelength aperture has not been 
attenuated by the aperture is wrong, although this is implied 
by the formula. Only a fraction of the energy contained in the 
total incident wave has made it through the aperture. The 
aperture now acts as a dipole radiating this fraction of the 
total incident wave. 
 
So is the attenuation given by this formula to be referenced 
to the power that would be intercepted by a dipole? 
 
Dave Cuthbert 
Micron Technology 
 
 
 


Dave: 


Allow me to follow the power model. If the aperture has a long dimension of
1/2 wavelength, then the RF power illuminating the source side of the aperture
will propagate through the aperture with very little loss.

The total power propagating through the aperture is dependent on the area of
the aperture, as the aperture allows through all of the power that the
illuminating plane wave presents to the aperture area. For instance, if the
plane wave had a power density of 1 mW/sq cm, and the aperture had a 1 sq cm
area, then 1 mW would be propagating through the aperture, and that 1 mW would
then radiate out the far side of the aperture.

Now here the model gets a little foggy to me. Should I consider this 1 mW to
now be an isotropic radiator? I don't think so, because the barrier (that
contains the aperture) would block half the radiation. Indeed, the reflection
off the barrier would look like gain over isotropic. Should I now model the 1
mW as applied to a dipole (the end of the 1/2 wave aperture)?

Despite my floundering at the relaunching of the power that got through the
aperture, at least I can now imagine this power propagating out in a
hemispherical wavefront, spreading its 1 mW over greater and greater areas.

Hmmm, did I answer anything along the way? 


Regards, 

Ed 


Ed Price 
ed.pr...@cubic.com WB6WSN 
NARTE Certified EMC Engineer  Technician 
Electromagnetic Compatibility Lab 
Cubic Defense Systems 
San Diego, CA  USA 
858-505-2780  (Voice) 
858-505-1583  (Fax) 
Military  Avionics EMC Is Our Specialty 




RE: apertures

2003-07-10 Thread drcuthb...@micron.com

Here is another way to view an aperture, referenced to a resonant 1/2
wavelength dipole. On one side of a very small aperture, in a large conductive
sheet, there is a dipole. It is connected to an identical dipole on the other
side of the aperture. The energy intercepted by the first dipole is
re-radiated by the second dipole. This represents the case of a 1/2 wavelength
aperture. A smaller aperture is down by 20LOG(D/d) where d is the length of
the small aperture and D is 1/2 wavelength. 

Dave Cuthbert
Micron Technology

  -Original Message-
 From: drcuthbert  
 Sent: Thursday, July 10, 2003 12:59 PM
 To:   emc-p...@majordomo.ieee.org
 Subject:  apertures
 
 I have a question on apertures. You may recall the formula that is
frequently given for signal attenuation through a small aperture in a large
conductive sheet. It is 20LOG(I/2L), where I is the wavelength and L is the
slot length. For example, if x is 1/2-wavelength then the attenuation is 0 dB.
But I'm not 100% sure what the attenuation is referenced to. If they are
referencing it to the E-field that would be present at the aperture location
if the sheet were not there to the E-field across the length of the aperture
then that makes sense. It seems that we now have a 1/2 wavelength aperture
radiating only the signal energy that it has intercepted.
 
 Let's say it is referenced to the E-field that would be present with no
sheet. Now to say that the E-field a large distance away from the 1/2
wavelength aperture has not been attenuated by the aperture is wrong, although
this is implied by the formula. Only a fraction of the energy contained in the
total incident wave has made it through the aperture. The aperture now acts as
a dipole radiating this fraction of the total incident wave.
 
 So is the attenuation given by this formula to be referenced to the power
that would be intercepted by a dipole? 
 
 Dave Cuthbert
 Micron Technology



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