Rohan - This is exactly what’s confusing me. My circuits class was a long time ago (pre-digital) but I mostly remember Ohm’s Law.
I’ve been visualizing this as two resistors in series. One resistor is the switch (call it Rswitch) the second is the load - which in this case happens to be several resistors in parallel, light bulbs and bypass(es). Call it Rload = Rbypass (maybe x2) + Rlight1 + Rlight2.
If the load resistance is infinite, then the voltage drop across the first resistor (the switch) is zero. Ohm’s Law, no current, open circuit.
With a bypass “resistor” (resistor & capacitor) in place (I’ve read that they present approximately 5.6kohm resistance at 60 Hz), and the light bulbs removed, now there’s about 20 mA of current flowing through the circuit, which is enough to power the switch. I know this because it does for my circuit. That number seems way low - let’s just call it “x” - whatever it is, it is sufficient to operate the switch. It works, it connects to my Zigbee network, I can control it, turn it off/on, change parameters, etc.
I add two light bulbs across the bypass in parallel. With the LED’s on, the two lights are drawing somewhere around 15 - 20W between the two of them, an effective load of something around 7 ohms. The contribution from the bypass is negligible, and we’ve got way more than enough voltage drop across Rswitch for it to operate. I can set the switch to dumb bulb mode, and it still operates.
Now I change the switch mode to smart bulb and use Zigbee to set the output of both bulbs to zero. If this were a simple Ohm’s Law circuit, each bulb might each draw a half a watt in standby (so says the Google). Since they’re in parallel with the bypass, that means that the total current draw is now iload = 0.5 + 0.5 + x… whatever x is, that’s greater than x. The switch should see a larger current (larger voltage drop) than it does with the bulbs unscrewed. But the switch turns off - not enough current to operate (?).
There’s my confusion. I add two light bulbs in standby mode, in parallel, across the bypass. That should give me a larger current & larger voltage drop across the switch. But instead the switch turns off. When that happens, I unscrew the bulbs, and the switch turns back on. I put the switch into dumb switch mode, which needs to supply some small voltage to the load (otherwise the circuit can’t operate), put the bulbs back in and voila, the switch works. (That just doesn’t keep my smart bulbs powered, which is why I bought these switches.)
Bottom line - since Ohm’s Law hasn’t been repealed, this series/parallel resistor Ohm’s Law visualization is too simple to explain what I’m seeing. There’s something about the interaction between the lights and the switch which causes the switch not to operate… and now I’m in handwaving territory. The light bulb load might have a substantial inductive component, for instance (and probably does). There are several voltage converters with a lot of funky frequencies which can bleed back and forth. And I know that my picture of the switch as a simple resistor (or even a second load parallel across a resistor) is too simplistic. All of which is beyond my background, although I might be able to follow someone else’s explanation.
So here’s the heart of my question. Either I’m seeing an engineering/manufacturing flaw (I’ve got bad switches), a design issue (I’m working outside of the parameters for which the switch is designed), or a configuration issue (there’s some little box setting a parameter that I need to set). Which one (or more than one) of those three am I looking at?
(And this is for the two switches that kinda sorta work. The ones with the DC offset, that cause the lights to flash even when connected ta a neutral wire… that’s a whole ‘nother thing.)
edit - Rewiring to bypass the switch isn’t really a good option. My goal with these switches is to set the house up so that my spouse & friends can come in and operate everything with the wall switches. I want my smart house to be able to work like a dumb house if needed - it shouldn’t need a Ph.D. in home automation, or be dependent on remembering the names of every one of 50+ light bulbs.