That sounds interesting. Still, that of course should be tested on a case by case basis but my "intuition" suggests that the capacity battery would be wasting (resistor value)/(resistor value + load resistance) its energy on the additional resistance. For a normal current draw of 15 amps from a 50 volt battery(load resistance = 50/15 = 3.333) a measly one ohm for current control would waste 1/4.3333 of its energy on the resistor and that sounds pretty wasteful. Also, the booster pack would be continuously drained even more so at lower currents which might necessitate a larger, more expensive booster pack. But, I'm sure there's a "sweet spot" out there - I'm just not going to waste money to experiment with finding it. :wink: Ok, EDIT, you're probably talking about something like an additional .15 ohms or .1 ohms by changing the wiring gauge, which is much less(i.e., .15/3.5 < 5%. At higher currents, though, it'd climb upto 7-15% of the total energy. I'd imagine an average ride would entail depleting around 7% of the battery's capacity on the additional resistance, which sounds less than the 10% I'd expect for a switching circuit. So it could be more efficient.)
After the electronics are designed, it just makes things easy to hook together and go without having to worry about too high discharge/charge currents which can degrade either battery's cycle life. Also, a big bonus, it lets you design the system to work exactly where you want each battery to work, which is much more than you can do when fine-tuning each battery branch's resistance. But, with small ohmic changes on the battery branch(by changing wire gauge, for example), the additional losses would be comparable to the losses of a switching circuit, and the simplicity of that method might be worth it. It still wouldn't have as much "control" and wouldn't ensure safe charge/discharge currents, though.
For simple, "I don't want a lot of improvement" upgrades, it sounds like your method is perfectly fine. I know there's a lot of people that just want to be able to run their 20 amp pings on an ebike at 30+ total amps or so and that should be perfectly fine with the proper testing and fine-tuning. But for those that want to run ratios of 1 to 0 at lower currents(the booster isn't being used at all) and then 1 to 4 amps at high currents with the capacity's battery limit being respected, I really doubt fine-tuning resistances would let you accomplish that without unnecessary expenditure.
Anyways, I was reading http://en.wikipedia.org/wiki/Brushed_DC_Electric_Motor#Speed_control for information on DC motor controllers, and I found this interesting bit:
I'll accept your claim that "normal" brushed controllers have large input capacitances to smooth out the battery's delivery(Not hard to believe as that'd be hard on the battery), but what I'm not seeing is anything that suggests that the controller naturally outputs a steady current to a brushed motor by its own devices - this steady current is provided by the motor's internal inductance instead of the circuitry of the controller, so I imagine if you were to attach the controller to act like a current limiter on the battery current and parallel it with the booster pack, I think you'd likely be in for some nasty surprises. It seems like "sometimes" you wouldn't be, but that's only a maybe.
After the electronics are designed, it just makes things easy to hook together and go without having to worry about too high discharge/charge currents which can degrade either battery's cycle life. Also, a big bonus, it lets you design the system to work exactly where you want each battery to work, which is much more than you can do when fine-tuning each battery branch's resistance. But, with small ohmic changes on the battery branch(by changing wire gauge, for example), the additional losses would be comparable to the losses of a switching circuit, and the simplicity of that method might be worth it. It still wouldn't have as much "control" and wouldn't ensure safe charge/discharge currents, though.
For simple, "I don't want a lot of improvement" upgrades, it sounds like your method is perfectly fine. I know there's a lot of people that just want to be able to run their 20 amp pings on an ebike at 30+ total amps or so and that should be perfectly fine with the proper testing and fine-tuning. But for those that want to run ratios of 1 to 0 at lower currents(the booster isn't being used at all) and then 1 to 4 amps at high currents with the capacity's battery limit being respected, I really doubt fine-tuning resistances would let you accomplish that without unnecessary expenditure.
Anyways, I was reading http://en.wikipedia.org/wiki/Brushed_DC_Electric_Motor#Speed_control for information on DC motor controllers, and I found this interesting bit:
Wikipedia said:The effective voltage can be varied by inserting a series resistor or by an electronically controlled switching device made of thyristors, transistors, or, formerly, mercury arc rectifiers [2]. In a circuit known as a chopper, the average voltage applied to the motor is varied by switching the supply voltage very rapidly. As the "on" to "off" ratio is varied to alter the average applied voltage, the speed of the motor varies. The percentage "on" time multiplied by the supply voltage gives the average voltage applied to the motor. Therefore, with a 100 V supply and a 25% "on" time, the average voltage at the motor will be 25 V. During the "off" time, the armature's inductance causes the current to continue through a diode called a "flyback diode", in parallel with the motor. At this point in the cycle, the supply current will be zero, and therefore the average motor current will always be higher than the supply current unless the percentage "on" time is 100%. At 100% "on" time, the supply and motor current are equal. The rapid switching wastes less energy than series resistors. This method is also called pulse-width modulation (PWM) and is often controlled by a microprocessor. An output filter is sometimes installed to smooth the average voltage applied to the motor and reduce motor noise.
I'll accept your claim that "normal" brushed controllers have large input capacitances to smooth out the battery's delivery(Not hard to believe as that'd be hard on the battery), but what I'm not seeing is anything that suggests that the controller naturally outputs a steady current to a brushed motor by its own devices - this steady current is provided by the motor's internal inductance instead of the circuitry of the controller, so I imagine if you were to attach the controller to act like a current limiter on the battery current and parallel it with the booster pack, I think you'd likely be in for some nasty surprises. It seems like "sometimes" you wouldn't be, but that's only a maybe.