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Delay Lines
 

Delay lines are so called because they delay signals in a transmission line. As their name implies they are used to delay or slow down signals for timing purposes. If two or more signals from different sources are required to arrive at a single point at the same time it is necessary to delay match the faster signals to the slowest. This may be achieved by using additional lengths of cable or more conveniently by a lumped element circuit; delay line.

Pulse Delay Lines and Video Delay Lines

Delay lines are normally divided into two groups, Pulse Delay Lines and Video Delay Lines. The former are specified in the time domain and used for digital pulses. The latter are specified in the frequency domain and a typical application is in television systems.

Pulse Delay Lines

All delay lines are specified in terms of the amount of delay they introduce and the impedance of the circuit or line in which they are to be used. In pulse applications the pulse shape is specified as shown below.

 

Diagram of pulse applications where the pulse shape is specified

Fig 1. Pulse Delay Lines diagram

Video Delay Lines

For Video Delay Lines the frequency response is specified in a similar way to that for a filter.

In delay lines using LC lumped element technology the delay times achievable are in the range of 1 nanosecond to a few microseconds.

Delay lines can consist

Delay lines can consist of a single delay, a single delay with taps available along the line, or as individual delays in a single module which can be cascaded; these are normally referred to as programmable delay lines. The latter often have delay times which follow a binary sequence. With tapped delays the signal can be accessed at each tap with a high impedance load of at least 10 times the characteristic impedance of the filter. The input must be at the source and load impedance of the line.

Delay Lines FAQs

The question most often asked concerning the pulse delay lines is "how do I specify the bandwidth of the pulse I am using from the rise time?" The formula below gives an approximate answer.

Bandwidth = 0.35/Rise Time (10% to 90%)

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