Using buses in a schematic

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A bus is a group of wires representing a bit vector. Rather than drawing and/or labeling the individual wires in a schematic, you can draw a single "bus wire" to represent all of the wires.

Assume you have drawn two wires in your schematic as below.

Bus1.jpg

If you now label the top one "c" and the bottom one "b(23:0)" you'll find that the bottom one becomes thicker.

Bus2.jpg

The wire labeled "b(23:0)" is now a bus representing 24 wires.

Sometimes you'll find symbols (or create them) that have thick pins labeled with a bus name. When you draw a wire from such a pin you'll be drawing a bus wire. Below two wires have been drawn. As you can see from the "Object properties" window for the selected bus, it has been automatically named "XLXN_3(0:7)" since it is a bus.

It's important that the dimensions and bit order ((7:0) is different from (0:7)) match when connecting buses to pins. Use "Check Schematics" under the Tool menu to find these errors.

Bus3.jpg

If you have a schematic with buses as inputs or outputs such as the one below,

Bus4.jpg

just add I/O markers to the buses. The I/O marker will be given the bus label.

Bus5.jpg

When you create a symbol from a schematic that has an I/O marker with a bus label, your symbol will have a bus pin for that I/O marker.

Bus6.jpg

While it is convenient to deal with a group of wires as a bus rather than drawing the individual wires, it will usually be necessary at some point to draw the individual wires. For example, when you need to add ibufs with Pad locations to the individual wires.

To reference one wire which is part of a bus you can add a bus tap to the bus. Suppose you have a bus labeled x(7:0) as below and you want to attach ibufs to the lower 5 bits to connect them to switches and you want to tie the upper 3 bits high.

Bus7.jpg

After clicking on the Wire icon select the option "Automatically add a bus tap between a bus and the wire." Then when you draw a wire from the symbol pin to the bus, a "bus tap" will be added to the bus.

Bus8.jpg

Note that you will get an error if you check your schematic at this point because you have drawn a wire named XLXN_?? to a bus tap for a bus named x(7:0). Wires connected to bus taps must be labeled as members of the bus. In this case the wire must be labeled x(7), x(6), ... , x(1) or x(0).

You can create all the bus taps and wires, and then conveniently label the bus member wires using the "Increment the name" option.

Bus9.jpg

If you must connect a wire which has a label other than a bus member to a bus tap or change the name of a bus, you will need to use a buffer symbol: buf. The buf (not ibuf nor obuf) symbol passes its input to the output; it implements the identity function, f(x)=x. This has no real purpose except to allow you to connect two nets that have different labels in the schematic.

Bus10.jpg

In the schematic above, it was possible to name the wire connected to the VCC symbol, x(7), but in order to make the other bus members, x(6) and x(5), high we needed to add buf symbols since we could not have a net with all three names (or even two names).

Bus11.jpg

Note is that it is not essential to draw the bus taps. When you label a wire as a bus member (e.g. happy(2)) it is automatically associated with the bus (happy). The schematic above will work just as well as the one preceding it. However, it may be easier for someone else (or you) to understand your schematic if it has bus taps.

You can read more about naming conventions for buses in the Help Topics under the Help menu. One important point to remember is that you can not have a bus and wire by the same name within a schematic. That is, you can not have both a wire labeled "BB" and a bus labeled "BB(0:4)."

When you simulate, the bus will appear as a single line in the Waveform Viewer. By right clicking on the bus on the left you can have the value of the bus displayed in various formats. Below the value of bus x(15:0) is first displayed as an unsigned integer and then as a hexadecimal integer.

Bus12.jpg

Bus13.jpg


The CMPE100 Web: Copyright 2011; Department of Computer Engineering, University of California, Santa Cruz.