electromagnetic shielding of cables and connectors

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    ANALYSIS OF ELECTROMAGNETIC

    SHIELDING OF CABLES ANDCONNECTORS

    (Keeping Currents/Voltages Where They

    Belong)

    ANALYSIS OF ELECTROMAGNETICANALYSIS OF ELECTROMAGNETIC

    SHIELDING OF CABLES ANDSHIELDING OF CABLES ANDCONNECTORSCONNECTORS

    (Keeping Currents/Voltages Where They(Keeping Currents/Voltages Where They

    BelongBelong))

    Lothar O. (Bud) Hoeft, PhDConsultant, Electromagnetic Effects

    9013 Haines Ave., NEAlbuquerque, NM 87112-3921

    Voice/Fax: (505) 298-2065E-Mail: [email protected]

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    DEFINITION OF SHIELDING

    EFFECTIVENESS

    DEFINITION OF SHIELDING

    EFFECTIVENESS

    IEEE DEFINITION:"for a given external source, the ratio of electric or magnetic field

    strength at a point before and after placement of the shield in

    question."

    RATIO OF CURRENTS:Commonly used to convert surface transfer impedance to shielding

    effectiveness.

    S. E. = 20 log ( Iin/Iext )

    At low frequencies:S. E. = 20 log ( Zt / (R1 + R2 ))

    Ratio of Powers

    Preferred by some S. E. = 10 log ( Pin / P ext ) Other Definitions Have Been Used-- Some Logical, Some Illogical

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    DEFINITION OF SURFACE

    TRANSFER IMPEDANCE

    DEFINITION OF SURFACEDEFINITION OF SURFACE

    TRANSFER IMPEDANCETRANSFER IMPEDANCE

    Zt = (1/Io ) dV/dz

    Io = Current flowing on Shield

    dV/dz = Voltage per unit length on inside of shield

    For Connectors, V is a point source

    Zt = Voc / Iowhere Voc is the open circuit voltage on inside of shield

    Similar To Common Impedance Coupling Current On One Side Of Barrier Produces Voltage On Other

    Side Of Barrier Due To Impedance Of Barrier

    At Low Frequencies, Impedance Is Resistance Due ToCurrent Diffusion And Contact Resistance At High Frequencies, Impedance Is Mutual Inductance Due To

    Apertures, Porpoising, Etc.

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    ELECTRICAL LENGTHELECTRICAL LENGTH

    If the system is smaller than a wavelength, it iselectrically small and all voltages, currents, and fields

    are the same throughout the system and the system

    may be analyzed using lumped parameters. This is

    usually true when the length is less than a tenth

    wavelength.

    If the system is larger than a wavelength, it iselectrically large and the voltages, currents, and fields

    will depend on location, as well as time. Exact analysis

    is much more complex, but simplifying assumptions

    can sometimes be made. The system should be viewed

    as a collection of transmission lines.

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    THE SOLID PIPE APPROXIMATIONTHE SOLID PIPE APPROXIMATION

    Only Current Diffusion Is Important At Low Frequencies, Zt Equals D.C. Resistance Coupling Decreases Dramatically by a Few Tens of kHz ZT = RO (1 +j) (T/)/ Sinh ((1 +j) (T/)) where:

    T = Wall Thickness

    Ro = D. C. Resistance = 1/(2 a T)

    a = Shield Radius

    = Conductivity

    = Skin Depth = 1/( f )1/2

    f = Frequency

    = Permeability Of Shield Material = 4 x 10-7r

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    SOLID PIPE AND SURFACE/CONTACT

    RESISTANCE MODEL

    SOLID PIPE AND SURFACE/CONTACT

    RESISTANCE MODEL

    Expect Square Root of Frequency (10 dB/decade)Dependence Above Diffusion Cutoff Frequency

    Many Points Of Contact

    Resistance of Each Point of Contact is FrequencyDependent Because Current is Carried on OuterSurface at High Frequencies (Skin Effect)

    Theory is Not as Precise as Desirable, but Effectis Real

    For Connectors, the Predominant Effect Above aFew Hundred kHz

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    PIPE, SURFACE/CONTACT

    RESISTANCE, MUTUAL INDUCTANCE

    (APERTURE/PORPOISING) MODEL

    PIPE, SURFACE/CONTACTPIPE, SURFACE/CONTACT

    RESISTANCE, MUTUAL INDUCTANCERESISTANCE, MUTUAL INDUCTANCE

    (APERTURE/PORPOISING) MODEL(APERTURE/PORPOISING) MODEL

    Includes All Mechanisms For Imperfect Shields

    ZT = RO (1 +j) (T/)/ Sinh ((1 + j) (T/)) +j M

    = Angular Frequency = 2 f

    M = Shield Mutual Inductance

    Mutual Inductance May Be Due To Aperturesor Porpoising Coupling

    Porpoising Dominates in Most Braided Shields

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    MEASURED SURFACE TRANSFER

    IMPEDANCE OF 1-1/4 DIAMETER

    Cu PIPE WITH A SINGLE HOLE

    MEASURED SURFACE TRANSFERMEASURED SURFACE TRANSFER

    IMPEDANCE OF 1-1/4 DIAMETERIMPEDANCE OF 1-1/4 DIAMETER

    Cu PIPE WITH A SINGLE HOLECu PIPE WITH A SINGLE HOLE

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    APERTURE AND PORPOISING

    COUPLING

    APERTURE AND PORPOISINGAPERTURE AND PORPOISING

    COUPLINGCOUPLING

    High Frequency Effects Modeled As Mutual Inductance (f > 1 MHz) Aperture Coupling Depends On Magnetic

    Polarizability

    M12

    = O

    m

    /( D)2

    m = 4 r3/3 (circular hole) m = w2 length/16 (rectangular slot)

    Electric Field Contribution Can Be Included as{Effective m} = (1 + (e/ m) )m

    Usually e = m/2 and

    {Effective e} = 1.5 m

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    PORPOISING COUPLINGPORPOISING COUPLINGPORPOISING COUPLING

    No Calculations

    Depends on Contact Impedance BetweenCarriers of Braid

    Opposite in Phase from Aperture Coupling Balancing Aperture Against Porpoising Results

    in Optimized Braid

    Dominates When Optical Coverage is GreaterThan Optimum

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    LONG LINE EFFECTSLONG LINE EFFECTS

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    MEASUREMENT OF SURFACE

    TRANSFER IMPEDANCE (2)

    MEASUREMENT OF SURFACE

    TRANSFER IMPEDANCE (2)

    Triaxial--many Configurations Reference Plane is a Problem Many Configurations Are Not Broadband IEC 96-1

    Traditional Triaxial Inside-Out (Terminated/Broadband) Line Injection (Terminated/Broadband)

    Mil-C-85485 Mil-C-38999

    Quadraxial All Transmission Lines Are Terminated Relatively Broadband and Good Reference Plane

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    CABLE AND CONNECTOR

    CALIBRATION STANDARDS

    CABLE AND CONNECTOR

    CALIBRATION STANDARDS

    5/8 Diameter Brass Tube.

    RDC = 1 m

    Connector Calibration Standard

    MMNH-4

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    MIL-STD-1344A MODE STIRRED

    METHOD FOR MEASURING

    SHIELDING EFFECTIVENESS

    MIL-STD-1344A MODE STIRREDMIL-STD-1344A MODE STIRRED

    METHOD FOR MEASURINGMETHOD FOR MEASURING

    SHIELDING EFFECTIVENESSSHIELDING EFFECTIVENESS

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    SUMMARY OF SURFACE TRANSFER

    IMPEDANCE MEASUREMENT

    TECHNIQUES

    SUMMARY OF SURFACE TRANSFER

    IMPEDANCE MEASUREMENT

    TECHNIQUES

    All Methods Work at Low Frequencies

    Terminated Methods Have an Octave MoreBandwidth

    D.C. Resistance Measurements and CalibrationSamples are Important (Vital) for EstablishingCredibility

    Sample Ends Usually Limit Measurement ofGood Cables

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    SURFACE TRANSFER IMPEDANCE

    OF CONDUITS AND PIPES

    SURFACE TRANSFER IMPEDANCESURFACE TRANSFER IMPEDANCE

    OF CONDUITS AND PIPESOF CONDUITS AND PIPES

    Flexible ConduitCopper and Steel Pipe

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    TRANSFER IMPEDANCE OF TIN-COATED

    COPPER TUBULAR-BRAIDED SHIELDS

    TRANSFER IMPEDANCE OF TIN-COATEDTRANSFER IMPEDANCE OF TIN-COATED

    COPPER TUBULAR-BRAIDED SHIELDSCOPPER TUBULAR-BRAIDED SHIELDS

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    WORST CASE LARGE BRAIDED

    CABLE MODEL

    WORST CASE LARGE BRAIDEDWORST CASE LARGE BRAIDED

    CABLE MODELCABLE MODEL

    Mutual Inductance,

    Single Braid Cables

    R M

    /m H/m

    SINGLE BRAID 4 X 10-3 3 X 10-9

    DOUBLE BRAID 2 X 10-3 3 X 10-10

    TRIPLE BRAID 1.5 X 10-3 3 X 10-11

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    TRANSFER IMPEDANCE OF

    BLENDED METAL CLAD ARAMID

    FIBER AND WIRE BRAIDED CABLE

    TRANSFER IMPEDANCE OFTRANSFER IMPEDANCE OF

    BLENDED METAL CLAD ARAMIDBLENDED METAL CLAD ARAMID

    FIBER AND WIRE BRAIDED CABLEFIBER AND WIRE BRAIDED CABLE

    1.E-03

    1.E-02

    1.E-01

    1.E+00

    1.E+01

    1.E+03 1.E+04 1.E+05 1.E+06 1.E+07 1.E+08 1.E+09

    Frequency [Hz]

    100% Aracon(R) Brand Yarn

    Aracon(R) Brand Yarn

    Blended with Wire

    Nickel Pl ated Coppe

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    TRANSFER IMPEDANCE OF SINGLE AND

    DOUBLE WRAPPED CABLE SHIELDS:

    TRANSFER IMPEDANCE OF SINGLE ANDTRANSFER IMPEDANCE OF SINGLE AND

    DOUBLE WRAPPED CABLE SHIELDS:DOUBLE WRAPPED CABLE SHIELDS:

    Knitted Wire Mesh

    (60% Overlap)

    Copper Foil/knitted Wire

    Mesh

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    TRANSFER IMPEDANCE OF COMBINATION

    BRAID AND FOIL CABLES

    TRANSFER IMPEDANCE OF COMBINATIONTRANSFER IMPEDANCE OF COMBINATION

    BRAID AND FOIL CABLESBRAID AND FOIL CABLES

    Figure 1. Surface Transfer Impedance Measurements of Cables that used

    Braid/Foil Shields

    1.00E-03

    1.00E-02

    1.00E-01

    1.00E+00

    1.00E+03 1.00E+04 1.00E+05 1.00E+06 1.00E+07 1.00E+08 1.00E+09

    Frequency (Hz)

    SurfaceTransferImpedance(Ohms/meter)

    Cable A

    Cable B

    Cable C

    Cable D

    Cable E

    Cable F

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    MIL-C-38999 SERIES IV CIRCULAR

    CONNECTOR WITH BACKSHELL AND

    BRAID TERMINATION

    MIL-C-38999 SERIES IV CIRCULARMIL-C-38999 SERIES IV CIRCULAR

    CONNECTOR WITH BACKSHELL ANDCONNECTOR WITH BACKSHELL AND

    BRAID TERMINATIONBRAID TERMINATION

    Mil-C-38999 Requirements

    Converted Into Transfer

    Impedance

    Effect of Spring Fingers on

    Transfer Impedance

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    SEVERAL MEASUREMENTS OF THE

    TRANSFER IMPEDANCE OF A DUAL CONE

    RFI/EMI BACKSHELL TERMINATION

    SEVERAL MEASUREMENTS OF THESEVERAL MEASUREMENTS OF THE

    TRANSFER IMPEDANCE OF A DUAL CONETRANSFER IMPEDANCE OF A DUAL CONE

    RFI/EMI BACKSHELL TERMINATIONRFI/EMI BACKSHELL TERMINATION

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    TRANSFER IMPEDANCE OF SAMPLES

    USING THE MIL-C-38999

    CONNECTOR/BACKSHELL INTERFACE

    TRANSFER IMPEDANCE OF SAMPLESTRANSFER IMPEDANCE OF SAMPLES

    USING THE MIL-C-38999USING THE MIL-C-38999

    CONNECTOR/BACKSHELL INTERFACECONNECTOR/BACKSHELL INTERFACE

    Effect of TorqueInitial Measurements

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    TRANSFER IMPEDANCE OF A

    COMPOSITE CONNECTOR/BACKSHELL

    PAIR

    TRANSFER IMPEDANCE OF ATRANSFER IMPEDANCE OF A

    COMPOSITE CONNECTOR/BACKSHELLCOMPOSITE CONNECTOR/BACKSHELL

    PAIRPAIR

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    TRANSFER IMPEDANCE OF DB-25

    SUBMINIATURE CONNECTOR/BACKSHELL

    COMBINATIONS

    TRANSFER IMPEDANCE OF DB-25TRANSFER IMPEDANCE OF DB-25

    SUBMINIATURE CONNECTOR/BACKSHELLSUBMINIATURE CONNECTOR/BACKSHELL

    COMBINATIONSCOMBINATIONS

    Diecast Backshell and a

    Compression Insert Braid

    Termination

    Plastic Backshell and a

    Pigtail Braid Termination

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    SURFACE TRANFER IMPEDANCE OF

    9 PIN MICRO-D CONNECTORS

    SURFACE TRANFER IMPEDANCE OFSURFACE TRANFER IMPEDANCE OF

    9 PIN MICRO-D CONNECTORS9 PIN MICRO-D CONNECTORS

    Statistical Analysis9 Pin Micro-D Connectors

    1.000E-04

    1.000E-03

    1.000E-02

    1.000E-01

    1.000E+00

    1.000E+0

    3

    1.000E+0

    4

    1.000E+0

    5

    1.000E+0

    6

    1.000E+0

    7

    1.000E+0

    8

    1.000E+0

    9

    Frequency [Hz]

    LFH Type X Micro-D Type Y Micro-D All Micro-D

    Average Transfer Impedance 4.28E-03 1.99E-02 2.13E-02 2.06E-02

    at 100 MHz, Ohms

    Standard Deviation of Transfer 3.62E-03 3.51E-03 3.94E-03 3.64E-03

    Impedance at 100 MHz, Ohms

    Standard Deviation of Transfer 84.6 17.7 18.5 17.7

    Impedance as % of Average

    Maximum Transfer Impedance 0.01768 2.50E-02 2.76E-02 2.757E-02

    at 100 MHz, Ohms

    Maximum/Average at 100 MHz 4.13 1.26 1.29 1.34

    Average Transfer Impedance 6.17E-03 3.53E-02 3.54E-02 3.54E-02at 200 MHz, Ohms

    Standard Deviation of Transfer 5.99E-03 7.25E-03 9.49E-03 8.05E-03

    Impedance at 200 MHz, Ohms

    Standard Deviation of Transfer 9.71E+01 17.7 26.8 22.8

    Impedance as % of Average

    Maximum Transfer Impedance 0.01768 4.51E-02 5.22E-02 5.216E-02

    at 200 MHz, Ohms

    Maximum/Average at 200 MHz 2.87 1.28 1.47 1.47

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    SUMMARYSUMMARY

    Surface Transfer Impedance is the Intrinsic Property for

    Describing Electromagnetic Shields

    Transfer Impedance Measurement Techniques are WellEstablished

    Resistance Measurements Provide Much of the DesiredInformation

    Calibration Samples and Resistance MeasurementsEstablish the Credibility of the Measurement Systems

    Transfer Impedance Measurements are Available for aVariety of Shields

    Transfer Impedance Can Be Used for Analysis,Specification and Design

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    SELECTED REFERENCESSELECTED REFERENCES

    1. Edward F. Vance, "Coupling to Shielded Cables," Wiley-Interscience, New York, 1978.

    2. Lothar O. Hoeft and Joseph S. Hofstra, "Measured Electromagnetic Shielding Performance of

    Commonly used Cables and Connectors," IEEE Transactions on EMC, Vol. 30, No. 3, Part 1,August 1988.

    3. Lothar O. Hoeft, "Comparison of the Electromagnetic Shielding Provided by Circular and

    Rectangular Connectors and their Accessories," Proceedings of the IICIT 26th AnnualConnectors and Interconnection Technology Symposium, Sept 1993.

    4. L. O. Hoeft, and J. S. Hofstra, "Electromagnetic Shielding Provided by Selected DB-25Subminiature Connectors," Record of the 1991 IEEE International Symposium onElectromagnetic Compatibility, Cherry Hill, NJ, August 1991, pp 50-53.

    5. B. T. Szentkuti, "Shielding Quality of Cables and Connectors: Some Basics," Record of the 1992International IEEE Symposium on Electromagnetic Compatibility,Anaheim, CA, August 1992,pp 294-301.

    6. B. Eicher and L Boillot, "Very Low Frequency to 40 GHz Screening Measurements on Cablesand Connectors; Line Injection Method and Mode Stirred Chamber," Record of the 1992International IEEE Symposium on Electromagnetic Compatibility,Anaheim, CA, August 1992,pp 302-307.

    7. Lothar O. Hoeft and James L. Knighten, Measured Surface Transfer Impedance of CableShields that use Combinations of Braid and Foil and are used for 1 Gb/s Data Transfer, Recordof the 1998 IEEE International Symposium on Electromagnetic Compatibility, Denver, CO,

    August 1998, pp 527-531.