Method for analyzing crosstalk of transmission lines in any layout
An analysis method and technology of arbitrary layout, applied in the field of signal transmission, can solve the problem of less analysis of crosstalk of transmission lines with arbitrary layout
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Embodiment 1
[0027] If it is judged as a non-parallel transmission line:
[0028] The traditional BLT equation can only deal with the case of consistent transmission lines. Therefore, to use the BLT equation to solve the crosstalk of arbitrarily placed transmission lines, it is necessary to discretize the transmission lines. Each discrete line segment is approximately regarded as a coherent transmission line.
[0029] consider as figure 1 In the situation shown in (a), the reference ground can be ideal or lossy. It is the two transmission lines of the common circuit, and the height from the ground is h 1 , h 2 , the line radius is a 1 a 2 , the two lines are not parallel, and the angle between them is 2θ.
[0030] figure 1 (b) is the discretization schematic diagram of non-parallel transmission lines, the distance between the near ends of the two lines is D 1 , far away from D N , the line length is L. If the line is discretized into N segments, then the spacing of the i segment ...
Embodiment 2
[0044] If it is judged to be a cross transmission line:
[0045] Crossing lines are different from ordinary non-parallel lines. Mutual coupling does not have to be considered for the entire line. This is because the coupling in the area beyond a certain distance from the intersection point is extremely small, and a coupling area can be determined to describe it. In the area, it is regarded as a non-parallel multi-conductor transmission line, and the processing method is the same as that of a non-parallel transmission line; outside the area, mutual coupling is not considered. It should be noted that the port connection status of node 0 is opposite to that of other nodes. Such as Figure 4 As shown, let the angle between the two lines projected on the ground plane be θ, and the intersection point be z 1 =z 2 = 0 points. Determine a convergence criterion R, let the unit length mutual inductance of two lines at the intersection point be M 0 ,|z 1 |=|z 2 |=The unit length mu...
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