P
pagheca
Guest
In your opinion, if on a steep climb one pedals faster or slower, does the range change or does it stay about the same? Obviously with the same setting.
My reasoning is this: I have noticed that if I pedal harder uphill (i.e., when much of the energy is spent against gravity, not to overcome friction, especially aerodynamic friction, which has little effect on energy consumption in low-speed ebikes), the motor puts more power into it, but it takes you less to travel the same distance. In the end, the result is more or less the same.
It seems to me that at low, constant speeds, the percentage of power the bike adds to mine is always the same, so in the end the range remains the same. For those good at Physics:
Energy [kWh] = Power [kw] x time [h]= (k x speed) x (distance / speed) = k [kWh / km] x distance [km]
It's a discussion I've had a myriad of times with my ebike mate that may seem academic, but it isn't because from the anwer depends on whether to increase the range on large gradients it is worth pushing more or not.
My reasoning is this: I have noticed that if I pedal harder uphill (i.e., when much of the energy is spent against gravity, not to overcome friction, especially aerodynamic friction, which has little effect on energy consumption in low-speed ebikes), the motor puts more power into it, but it takes you less to travel the same distance. In the end, the result is more or less the same.
It seems to me that at low, constant speeds, the percentage of power the bike adds to mine is always the same, so in the end the range remains the same. For those good at Physics:
Energy [kWh] = Power [kw] x time [h]= (k x speed) x (distance / speed) = k [kWh / km] x distance [km]
It's a discussion I've had a myriad of times with my ebike mate that may seem academic, but it isn't because from the anwer depends on whether to increase the range on large gradients it is worth pushing more or not.