ECE 598 JS Lecture - 05 Coupled Lines

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Presentation transcript:

ECE 598 JS Lecture - 05 Coupled Lines Spring 2012 Jose E. Schutt-Aine Electrical & Computer Engineering University of Illinois jesa@illinois.edu

Crosstalk Noise Signal Integrity Crosstalk Dispersion Attenuation Reflection Distortion Loss Delta I Noise Ground Bounce Radiation

TEM PROPAGATION

Telegrapher’s Equations L: Inductance per unit length. C: Capacitance per unit length.

Crosstalk noise depends on termination

Crosstalk depends on signal rise time tr = 1 ns tr = 7 ns

Crosstalk depends on signal rise time tr = 1 ns tr = 7 ns

Coupled Transmission Lines

Telegraphers Equations for Coupled Transmission Lines Maxwellian Form

Telegraphers Equations for Coupled Transmission Lines Physical form

Relations Between Physical and Maxwellian Parameters (symmetric lines) L11 = L22 = Ls L12 = L21 = Lm C11 = C22 = Cs+Cm C12 = C21 = - Cm

Even Mode Add voltage and current equations Ve : Even mode voltage Ie : Even mode current Impedance velocity

Odd Mode Subtract voltage and current equations Vd : Odd mode voltage Id : Odd mode current Impedance velocity

Mode Excitation

PHYSICAL SIGNIFICANCE OF EVEN- AND ODD-MODE IMPEDANCES * Ze and Zd are the wave resistance seen by the even and odd mode travelling signals respectively. * The impedance of each line is no longer described by a single characteristic impedance; instead, we have

Definitions Even-Mode Impedance: Ze Impedance seen by wave propagating through the coupled-line system when excitation is symmetric (1, 1). Odd-Mode Impedance: Zd Impedance seen by wave propagating through the coupled-line system when excitation is anti-symmetric (1, -1). Common-Mode Impedance: Zc = 0.5Ze Impedance seen by a pair of line and a common return by a common signal. Differential Impedance: Zdiff = 2Zd Impedance seen across a pair of lines by differential mode signal.

EVEN AND ODD-MODE IMPEDANCES Z11, Z22 : Self Impedances Z12, Z21 : Mutual Impedances For symmetrical lines, Z11 = Z22 and Z12 = Z21

Coupled Lines Modal Space Line Space

EXAMPLE (Microstrip) Single Line Dielectric height = 6 mils Width = 8 mils er = 4.3 Zs = 56.4 W Coupled Lines Height = 6 mils Width = 8 mils Spacing = 12 mils er = 4.3 Ze = 68.1 W Zd = 40.8 W Z11 = 54.4 W Z12 = 13.6 W

Even Mode

Odd Mode

EXTRACT INDUCTANCE AND CAPACITANCE COEFFICIENTS

Measured even-mode impedance

Measured odd-mode impedance

Measured even-mode velocity

Measured odd-mode velocity

Measured mutual inductance

Measured mutual capacitance

Even & Odd Mode Impedances

Modal Velocities in Stripline and Microstrip Microstrip : Inhomogeneous structure, odd and even-mode velocities must have different values. Stripline : Homogeneous configuration, odd and even-mode velocities have approximately the same values.

Microstrip vs Stripline Microstrip (h =8 mils) w = 8 mils er = 4.32 Ls = 377 nH/m Cs = 82 pF/m Lm = 131 nH/m Cm = 23 pF/m ve = 0.155 m/ns vd = 0.178 m/ns Stripline (h =16 mils) w = 8 mils er = 4.32 Ls = 466 nH/m Cs = 86 pF/m Lm = 109 nH/m Cm = 26 pF/m ve = 0.142 m/ns vd = 0.142 m/ns

Microstrip vs Stripline Probe Sense line response at near end

General Solution for Voltages

General Solution for Currents

Coupling of Modes (asymmetric load)

Coupling of Modes (symmetric load)