AN 958: Board Design Guidelines

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ID 683073
Date 6/26/2023
Public
Document Table of Contents
Document Table of Contents x
1. Power Distribution Network 2. Gigahertz Channel Design Considerations 3. PCB and Stack-Up Design Considerations 4. Device Pin-Map, Checklists, and Connection Guidelines 5. General Board Design Considerations/Guidelines 6. Memory Interfacing Guidelines 7. Power Dissipation and Thermal Management 8. Tools, Models, and Libraries 9. Reference Designs and Development Kits 10. Document Revision History for AN 958: Board Design Guidelines
1. Power Distribution Network x
1.1. Target Impedance Decoupling Method 1.2. Voltage Regulator Selection 1.3. PDN Design Tool 1.4. Plane Capacitance 1.5. Minimization Parasitic Inductances 1.6. Additional Resources
1.1. Target Impedance Decoupling Method x
1.1.1. FDTIM Decoupling Concepts 1.1.2. Select Decoupling CAPS to Meet ZTARGET
1.1.1. FDTIM Decoupling Concepts x
1.1.1.1. Determining the ZTARGET 1.1.1.2. Determining the fTARGET
1.5. Minimization Parasitic Inductances x
1.5.1. VRM 1.5.2. Decaps 1.5.3. Mounting Inductance 1.5.4. Spreading Inductance 1.5.5. Inter-Plane Capacitance 1.5.6. Conclusion
2. Gigahertz Channel Design Considerations x
2.1. Material Selection and Loss 2.2. Routing Guidelines for Gigabit Channel Designs 2.3. Minimizing Adverse Effects of Material Glass Fiber Weaves 2.4. Plane Cut-outs Below Surface Mount Pads 2.5. Transmitter Pre-Emphasis and Receiver Equalization 2.6. Additional Resources
2.2. Routing Guidelines for Gigabit Channel Designs x
2.2.1. Via Optimization Techniques
2.2.1. Via Optimization Techniques x
2.2.1.1. General Routing Guidelines
3. PCB and Stack-Up Design Considerations x
3.1. Material Selection and Loss 3.2. Board Thickness and Vias 3.3. PCB Recommended Layout Footprint Land Pattern
4. Device Pin-Map, Checklists, and Connection Guidelines x
4.1. High Speed Board Design Advisor 4.2. Complete Pin Connection Table by Device 4.3. Pin Connection Guidelines By Device 4.4. Design for Debug with JTAG Pins 4.5. Hot Socketing, POR and Power Sequencing Support 4.6. Implementing OCT 4.7. Unused I/O Pins Guidelines 4.8. Device Breakout Guidelines 4.9. Additional Resources
5. General Board Design Considerations/Guidelines x
5.1. Board Design Process Overview 5.2. Design Security Features in FPGAs 5.3. EMI 5.4. Discrete Component Selection for High-Speed Design 5.5. S-Parameters 5.6. Smith Chart 5.7. AC Versus DC Coupling 5.8. Additional Resources
5.1. Board Design Process Overview x
5.1.1. Material Selection and Loss 5.1.2. Cross Talk Minimization 5.1.3. Power Filtering/Distribution 5.1.4. Unused I/O Pins 5.1.5. Signal Trace Routing 5.1.6. Ground Bounce 5.1.7. Understanding Transmission Lines 5.1.8. Impedance Calculation 5.1.9. Coplanar Wave Guides 5.1.10. Simultaneous Switching Noise Guidelines
5.1.3. Power Filtering/Distribution x
5.1.3.1. Filtering Noise 5.1.3.2. Distributing Power
5.1.5. Signal Trace Routing x
5.1.5.1. Single Ended Trace Routing 5.1.5.2. Differential Trace Routing 5.1.5.3. Skew Minimization 5.1.5.4. Termination Schemes 5.1.5.5. Termination Design Example 5.1.5.6. Discontinuities Related to a Transmission Path
5.1.5.4. Termination Schemes x
5.1.5.4.1. Simple Parallel Termination 5.1.5.4.2. Thevenin Parallel Termination 5.1.5.4.3. Active Parallel Termination 5.1.5.4.4. Series-RC Parallel Termination 5.1.5.4.5. Series Termination 5.1.5.4.6. Differential Pair Termination 5.1.5.4.7. On-Chip Termination
5.1.5.5. Termination Design Example x
5.1.5.5.1. Determine the Delay 5.1.5.5.2. Determine the Bandwidth 5.1.5.5.3. Using Series Termination 5.1.5.5.4. Using Parallel Termination
5.1.5.6. Discontinuities Related to a Transmission Path x
5.1.5.6.1. Inductive Discontinuity 5.1.5.6.2. Capacitive Discontinuity 5.1.5.6.3. Via Discontinuity 5.1.5.6.4. Right-Angle Bends Related to a Transmission Path
5.1.6. Ground Bounce x
5.1.6.1. Design Guidelines 5.1.6.2. Analyzing Ground Bounce 5.1.6.3. Switching Outputs 5.1.6.4. Quiet Outputs 5.1.6.5. Minimizing Lead Inductance
5.1.8. Impedance Calculation x
5.1.8.1. Microstrip Impedance 5.1.8.2. Stripline Impedance 5.1.8.3. Propagation Delay
5.1.8.3. Propagation Delay x
5.1.8.3.1. Microstrip Layout Propagation Delay 5.1.8.3.2. Stripline Layout Propagation Delay
5.1.9. Coplanar Wave Guides x
5.1.9.1. Simple Coplanar Wave Guide 5.1.9.2. Grounded Coplanar Wave Guide 5.1.9.3. Grounded Differential Coplanar Wave Guide
5.4. Discrete Component Selection for High-Speed Design x
5.4.1. Resistors and Capacitors 5.4.2. Inductors and Ferrite Beads 5.4.3. SMA Connectors
6. Memory Interfacing Guidelines x
6.1. DDR3 Board Design Guidelines 6.2. DDR2 Board Design Guidelines 6.3. DDR Board Design Guidelines 6.4. QDR II and QDR II+ 6.5. RLDRAM II 6.6. Additional Resources
7. Power Dissipation and Thermal Management x
7.1. Power Management Guidelines 7.2. Heat Sinking and Thermal Managment for FPGAs 7.3. Additional Resources
8. Tools, Models, and Libraries x
8.1. Design Tools 8.2. I/O Buffer Models 8.3. Device Libraries 8.4. Net Length Reports 8.5. Thermal Models
9. Reference Designs and Development Kits x
9.1. Development Kits
1. Power Distribution Network
2. Gigahertz Channel Design Considerations
3. PCB and Stack-Up Design Considerations
4. Device Pin-Map, Checklists, and Connection Guidelines
5. General Board Design Considerations/Guidelines
6. Memory Interfacing Guidelines
7. Power Dissipation and Thermal Management
8. Tools, Models, and Libraries
9. Reference Designs and Development Kits
10. Document Revision History for AN 958: Board Design Guidelines

5.5. S-Parameters

It is difficult to define voltages or currents in transmission lines and to measure them at microwave frequencies, because direct measurements usually involve the magnitude (inferred from power) and phase of a wave traveling in a given direction or the standing wave. Thus, equivalent voltages and currents, and the related impedance and admittance matrices, become somewhat of an abstraction when dealing with high-frequency networks.

A representation more consistent with direct measurements, and with the ideas of incident, reflected, and transmitted waves, is provided by the scattering matrix (S-parameters). S-parameters are often used to quantify the impedance, total losses, input return loss, insertion loss, and isolation and crosstalk for the different transmission lines structures. These concepts are most useful at those frequencies where you must consider distributed rather than lumped parameters.

To understand S-parameters, consider the two-port network shown in Figure 85. The network can contain a transmission line or any linear time invariant component. The incident voltages at ports 1 and 2 are E11 and E12; and the reflected voltages are ER1 and ER2. Z0 is the characteristic impedance of the transmission line. ZS and ZL are the source and the load impedances.

Figure 85. S-Parameters

Taking the incident and reflected voltage waves on each side of the two port network and dividing them by the square root of the characteristic impedance, Z0, results in new variables (a1, a2, b1, and b2), which are the normalized voltage wave amplitudes at each port.

The square of the magnitude of a1 (| a1|2) represents the incident power in port 1, and (| b1|2) represents the reflected power from this port. The same relations apply to port 2.

The resulting parameters relate the scattered wave (reflected wave) from the network to the incidents waves. These parameters are called S-parameters and are defined by:

Where, S11 is the input reflection coefficient, S21 is the forward transmission through the network, S12 is the reverse transmission through the network, and S22 is the output reflection coefficient.

The measurement setup for S-parameters is shown in Figure 86 and Figure 87. Apply the following conditions for these measurements:

Figure 86. Measurement Setup for S11 and S21
Figure 87. Measurement Setup for S22 and S12

For example, to measure S11, ensure that a2 = 0. Do this by making sure that there is no reflection from the load (in other words, set ZL = Z0).

S-parameters are typically measured using network analyzers.
  • a1=EI1/√Z0 a2=EI2/√Z0
  • b1=ER1/√Z0 b2=EI2/√Z0
  • b1=S11a1+S12a2
  • b2=S21a1+S22a2
  • S11=(a2/b1) | a2=0
  • S21=(b2/a1) | a2=0
  • S12=(b1/a2) | a1=0
  • S22=(b2/a2) | a1=0
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