Six-drop bus with matched response

A related copending United States patent application commonly owned by the assignee of the present document and incorporated by reference in its entirety into this document is being filed in the United States Patent and Trademark Office on or about the same day as the present application. This related application is, Ser. No. 10/176,833, and is titled “FOUR-DROP BUS WITH MATCHED RESPONSE.”

This invention relates generally to data communication and more particularly to a transmission line structure for bi-directional communication between six sources/receivers.

In many communication systems, such as digital data sent between integrated circuits, a driver send electrical waveforms to a receiver. To accomplish this, the signal may have to propagate through a series of transmission lines. To minimize reflections, these transmission lines are often constructed such that their characteristic impedance (Z 0 ) is the same as the driver impedance, the receiver impedance, or both. For high-speed connections, it is desirable for the driver, receiver, and the transmission line to all have the same impedance. This helps produce a system where there are no reflections on the transmission line or its ends. For the simplest case of one driver connected to one receiver, matching the driver and receiver and transmission line is quite simple.

Unfortunately, where a driver sends a signal along a transmission line to several receivers (or integrated circuits), producing a system with no reflections becomes more difficult. These systems (or busses) are typically called multi-drop busses.

Multi-drop busses typically generate multiple reflections because of impedance mismatches at each transmission line branch or each receiver. These multiple reflections can combine in complex ways thereby making design of the whole system difficult and complex. Often, a design that has to deal with these multiple reflections will require segments of transmission lines with many different characteristic impedances. This further complicates the design and layout of the system.

A six-drop bus has each driver or receiver terminated at the characteristic impedance of Z 0 . Each driver or receiver is connected to a segment of transmission line with a characteristic impedance of Z 0 . Three of these segments are connected at a first point. The other three of these segments are connected at a second point. The first and second points are connected by a central transmission line with a characteristic impedance of Z 0 /3.

FIG. 1 is an illustration of a six-drop bus with matched response.

In FIG. 1, transmission line 101 has a characteristic impedance of one-third times Z 0 . This may also be written as Z 0 / 3 . Z 0 is an arbitrary characteristic impedance value that may be chosen with great latitude by the designer of the board or system by adjusting various board design parameters such as trace width, trace spacing, board layer thickness, etc, to fit a variety of constraints such as manufacturability, space, cost, or similarity to other impedances such as a driver impedance or termination impedance. Likewise, creating a transmission line with an impedance of Z 0 / 3 can be done by adjusting various board design parameters such as trace width, trace spacing, board layer thickness, etc. Another way to create a transmission line of Z 0 / 3 is to connect three transmission lines with characteristic impedance of Z 0 in parallel. Transmission line 101 ends at interface node 130 on one end and interface node 131 on the other. Transmission line 101 may also be referred to as the central transmission line.

Connected to transmission line 101 at interface node 130 are transmission lines 102 , 103 , and 104 . Transmission lines 102 , 103 and 104 all have a characteristic impedance of Z 0 . The other end of transmission line 102 , node 150 , is connected to termination impedance 110 and receiver 120 . The other end of transmission line 103 , node 151 , is connected to termination impedance 111 and receiver 121 . The other end of transmission line 104 , node 152 , is connected to termination impedance 112 and receiver 122 . The other terminal of termination impedances 110 , 111 , and 112 are shown connected to drivers 140 , 141 , and 142 , respectively.

Connected to transmission line 101 at interface node 131 are transmission lines 105 , 106 , and 107 . Transmission lines 105 , 106 , and 107 all have a characteristic impedance of Z 0 . The other end of transmission line 105 , node 153 , is connected to termination impedance 113 and receiver 123 . The other end of transmission line 106 , node 154 , is connected to termination impedance 114 and receiver 124 . The other end of transmission line 107 , node 155 , is connected to termination impedance 115 and receiver 125 . The other terminal of termination impedances 113 , 114 , and 115 are shown connected to drivers 143 , 144 , and 145 , respectively.

Alternatively, drivers 140 - 145 may, in any combination, be replaced by a low impedance voltage source such as a power supply voltage or a termination supply voltage. Also, drivers 140 - 145 may be controlled to always be driving a low impedance voltage or may themselves be controlled impedance drivers. In the case where drivers 140 - 145 are controlled impedance drivers, termination impedances 110 - 115 may not be needed.

Transmission lines 101 - 107 may be of different and arbitrary lengths or delays. Assuming that drivers 140 - 145 have sufficiently low impedance, termination impedances 110 - 115 are preferably chosen to match the characteristic impedance Z 0 . If drivers 140 - 145 are controlled impedance drivers, the controlled impedance of these drivers would preferably be chosen to match the characteristic impedance Z 0 .

Using the six-drop bus shown in FIG. 1 will result in reflections that are the same independent of which driver 140 - 145 is driving and which receiver 120 - 125 is receiving. For example, if driver 140 drives a low impedance step voltage from zero to V in , all the termination resistors have an impedance of Z 0 , and drivers 141 - 145 are at a low impedance state to a termination supply, then the voltage at node 150 is a step from zero to V in /2. This step waveform propagates through transmission line 102 until it reaches interface node 130 . At interface node 130 , the load seen by transmission line 102 is equivalent to the characteristic impedance of three transmission lines 101 , 103 , and 104 all in parallel. This equivalent impedance is 0.2*Z 0 . Calculating the reflection coefficient for this equivalent load yields: Γ = 0.2 · Z 0 - Z 0 0.2 · Z 0 + Z 0 = - 2 3

Therefore, a step of −V in /3 will be reflected back down transmission line 102 toward node 150 and a step of V in /6 will be transmitted down transmission lines 103 , 104 and 101 . The wave reflected back down transmission line 102 is absorbed by the matched termination impedance 110 so this wave is not reflected at node 150 . Accordingly, node 150 has a final voltage of V in /6. Likewise, the V in /6 waves propagated down transmission line 103 and 104 are absorbed by the matched termination impedance 111 and 112 , respectively, so these waves are not reflected at node 151 and node 152 . Accordingly, nodes 151 and 152 both have a final voltage of V in /6.

The V in /6 wave propagated down transmission line 101 eventually reaches interface node 131 . At interface node 131 , the load seen by transmission line 101 is equivalent to the characteristic impedance of transmission lines 105 , 106 , and 107 all in parallel. This equivalent impedance is Z 0 /3. Calculating the reflection coefficient for this equivalent load yields: Γ = 1 3  Z 0 - 1 3  Z 0 1 3  Z 0 + 1 3  Z 0 = 0

Accordingly, there is no reflection at interface node 131 and step waves of V in /6 are propagated down transmission lines 105 , 106 , and 107 . The V in /6 waves propagated down transmission lines 105 , 106 , and 107 are absorbed by the matched termination impedances 113 , 114 , and 115 , respectively, so these waves are not reflected at nodes 153 , 154 , and 155 . Accordingly, nodes 153 , 154 and 155 all have a final voltage of V in /6.

Note that even though the voltage at each node is not the full swing voltage of V in , the voltage at each receiver node is the same and no reflections are observed at the receivers. This reduces the complexity of the system design and bus timing. Also note that this exercise could be conducted by driving the input waveform from any of the drivers 140 - 145 and the outcome of a final voltage of V in /6 at each of nodes 150 - 155 would result.

Finally, note that due to design constraints or manufacturing process issues, the characteristic impedances of the transmission lines 101 - 107 , the termination impedances 110 - 115 may not be their exactly specified values of Z 0 or Z 0 /2. However, it should be sufficient that these impedances be approximately their specified values. A range of plus or minus 10% should be sufficiently approximate to satisfy most bus design requirements and still have sufficiently small reflections and final voltages that are sufficiently close to V in /6 for most applications.