There's a BIG assumption you made - I remaining the same. In reality, I won't usually remain the same in this circuit. Windu34 is correct in that by putting a higher resistor in the circuit, it makes it harder for the turbine to spin the motor. The reasoning behind this is due to something called EMF (https://en.wikipedia.org/wiki/Electromotive_force) and Faraday's Law of Induction (https://en.wikipedia.org/wiki/Faraday%2 ... _induction). The best way to think about this is that the blades generate a force on the shaft. That force has to overcome the 'physical resistance' of the motor to turn the shaft. That 'physical resistance' is due to a combination of the magnetic 'flux' of the motor windings and the electrical resistance of the circuit. Increase the electrical resistance, and the same amount of force will have more 'physical resistance' to overcome, resulting in less output (e.g. Power) from the generator (i.e. less current and voltage).soyuppy wrote:no...V=I*R. If R increase, assuming I remain the same, then V increase. V is the voltage drop. Or you can test it yourself. Just use higher resistance in you setup on the same blade and motor. See what happen.windu34 wrote:Um okay how well do you know circuits...higher resistance means lower voltage because its harder for the turbine to spin the motor shaftmkfiddler11 wrote:I agree that the voltage output depends on the setup. Our team ends up getting lower voltages at the tournament even though the resistors used are higher, may be the motor used is of lower power than what we use. It would be helpful if someone can post the results from 2016 nationals.
In many electrical engineering classes, the hydraulic analogy (https://en.wikipedia.org/wiki/Hydraulic_analogy) is used to help explain things, by comparing electrical circuits to water plumbing. In this situation, think of the generator as a water pump. By increasing the circuit resistance, you are effective making the hose connected to the pump a smaller diameter. If you hook up a smaller diameter hose to a pump, the amount of water you get out of the pump will go down (e.g. the current decreases), but that won't be necessarily offset by the water coming out of the hose being more forceful (e.g. the voltage), hence the net power is reduced.