In determining whether a pickup connected to another causes changes in the tone (frequency response) of the pickups, it was agreed that a listening test comparing the sound when two pickups are buffered individually or connected together before buffering determines the answer.
Figure 1. at this link (http://www.naic.edu/~sulzer/CombiningPickups.png)
shows the circuit used in my test. There is no difference when the pickups are connected together or individually buffered. The pickups have 6.5 K and 6.6 K resistances.
Figure 2. shows a circuit where a pickup can be connected to another pickup away from the strings. The circuit is not buffered, but connected directly to the cable. The difference heard in this case shows that the effect some people attribute to frequency dependent loading effects is a cable capacitance effect. With both pickups connected, the inductance is halved, thus increasing the resonant frequency.
The cable capacitance effect is still significant when the pickups are not identical, although one expects some additional effects as well if the pickups differ enough. That is, the test described in Figure 1. would have different sounds between the two switch settings if the pickups are sufficiently different. In all but extreme cases, I would expect the cable capacitance effect to dominate in the test shown in Figure 2.
Here is a simple way to explain the results of the test described in Figure 1. Suppose the two pickups are identical; each pickup sees the other as the bottom part of a voltage divider. The impedances in the top and bottom parts are the same at all frequencies. Consider how the frequency response would be altered. Would bass be cut? Treble? There is no way to decide. Thus there is no change in the frequency response.
Figure 1. at this link (http://www.naic.edu/~sulzer/CombiningPickups.png)
shows the circuit used in my test. There is no difference when the pickups are connected together or individually buffered. The pickups have 6.5 K and 6.6 K resistances.
Figure 2. shows a circuit where a pickup can be connected to another pickup away from the strings. The circuit is not buffered, but connected directly to the cable. The difference heard in this case shows that the effect some people attribute to frequency dependent loading effects is a cable capacitance effect. With both pickups connected, the inductance is halved, thus increasing the resonant frequency.
The cable capacitance effect is still significant when the pickups are not identical, although one expects some additional effects as well if the pickups differ enough. That is, the test described in Figure 1. would have different sounds between the two switch settings if the pickups are sufficiently different. In all but extreme cases, I would expect the cable capacitance effect to dominate in the test shown in Figure 2.
Here is a simple way to explain the results of the test described in Figure 1. Suppose the two pickups are identical; each pickup sees the other as the bottom part of a voltage divider. The impedances in the top and bottom parts are the same at all frequencies. Consider how the frequency response would be altered. Would bass be cut? Treble? There is no way to decide. Thus there is no change in the frequency response.
Comment