Download Advanced signal integrity for high-speed digital designs by Stephen H. Hall PDF

By Stephen H. Hall

ISBN-10: 0470192356

ISBN-13: 9780470192351

ISBN-10: 0470423889

ISBN-13: 9780470423882

ISBN-10: 0470423897

ISBN-13: 9780470423899

A synergistic method of sign integrity for high-speed electronic layout

This ebook is designed to supply modern readers with an knowing of the rising high-speed sign integrity matters which are growing roadblocks in electronic layout. Written through the main specialists at the topic, it leverages thoughts and methods from non-related fields corresponding to utilized physics and microwave engineering and applies them to high-speed electronic design—creating the optimum mixture among thought and useful purposes.

Following an creation to the significance of sign integrity, bankruptcy assurance comprises:

  • Electromagnetic basics for sign integrity
  • Transmission line basics

  • Crosstalk

  • Non-ideal conductor types, together with floor roughness and frequency-dependent inductance

  • Frequency-dependent houses of dielectrics

  • Differential signaling

  • Mathematical requisites of actual channels

  • S-parameters for electronic engineers

  • Non-ideal go back paths and through resonance

  • I/O circuits and types

  • Equalization

  • Modeling and budgeting of timing jitter and noise

  • approach research utilizing reaction floor modeling

every one bankruptcy contains many figures and diverse examples to aid readers relate the ideas to daily layout and concludes with difficulties for readers to check their knowing of the fabric. complex sign Integrity for High-Speed electronic Designs is appropriate as a textbook for graduate-level classes on sign integrity, for courses taught in for pro engineers, and as a reference for the high-speed electronic clothier.

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Example text

8 Curl Historically, the concept of curl comes from a mathematical model of hydrodynamics. Early work by Helmholtz studying the vortex motion of fluid led ultimately to Maxwell’s and Faraday’s conceptions of electric fields induced by time-varying magnetic fields, which is shown in equation (2-1) [Johnk, 1988]. To visualize the concept of the curl, consider a paddle wheel immersed in a stream of water, with a velocity field as shown in Figure 2-8. In Figure 2-8a, the paddle is oriented along the z-axis perpendicular to the water flow, and since the velocity of the fluid is larger on the top of the paddle, the paddle will rotate clockwise, and therefore has a finite curl along the z-axis, with a direction pointing into the page as determined using the right-hand rule.

What is performing work? To answer this question, consider the force vector on a single segment of the loop as soon as it begins to move. Remember that the force is perpendicular to the direction of the current flow, and the current flow is defined by the movement of charge. When the loop moves, the direction of the current flow I2 will be altered. To understand this, Figure 2-17 shows that the direction in which a single charge in the loop will travel when the loop is moved in the +x-direction.

A vector field has a variable magnitude and direction at any point in time, as illustrated with Figure 2-4. Note that the velocity and direction of the fluid inside the pipe changes in the vicinity of the neck-down region, so the magnitude and direction (phase) of the vectors that describe the motion of the fluid at a given instant in time are a function of the position in space. Other examples of vector fields are acceleration and electric and magnetic fields. 5 Flux A vector field, F (x,y,z,t), can be represented graphically by depicting a large number of individual vectors with a specific magnitude and phase (direction); however, this is cumbersome.

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Advanced signal integrity for high-speed digital designs by Stephen H. Hall

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