ron_van_sommeren

No problem, in fact since 'we' operate the motors beyond point of max. effiency, it will run at higher efficiency.
Chose the right prop for the plane and/so you don't have to reduce throttle.
Controllers work harder (warmer) at partial throttle, compared to full throttle.

The system determines current and power draw, installing a bigger motor of same velocity konstant Kv won't change current and power draw. Even seemingly small changes in power system can have massive effects.
The relationships are very simple.
Some expensive realistic and extremely silly examples, hopefully instructive as well.


E-motors and ic-engines have fundamentally different behaviour.
An engine tries to keep a constant torque: as load goes up, rpm goes down.
An e-motor on the other hand tries to keep a constant rpm, no matter prop-pitch and -diameter: as load goes up, torque must go up. Therefore current and power have to go up. Even if this would lead to a fiery demise of controller and/or motor.


Kv says nothing about maximum motor power, nor about a lot of other things.
Note that the velocity Konstant kv says very little about max.power capacity, nor about max. current a motor can handle, nor about max. torque, nor propsize, nor rpm, nor rpm range.
A 1:1 train motor and the motor in your toothbrush or in a bedroom appliance can have the same kv = 1000pm/volt.
Kv is the velocity Konstant, a physical property (like mass, length and volume), expressed/measured in the physical unit rpm/volt (like kg, meter and m³).


Kv is not a rating, not a figure of merit.
Not something the motor delivers like power and torque (explanation).
A kv=1000pm/volt motor on 10volt and a kv=2000rpm/volt on 5volt will give same no_load speed of 10,000rpm.

Kv, what the motor wants to do, versus power, what it can do.
Kv matches desired rpm and battery voltage, there's nothing more to it.

1. Want, try
   Kv and voltage determine how fast motor wants/tries to run
   (rpm_noload = voltage × kv, or, in other words, kv = rpm_noload / voltage.)
2. Current and torque
   RPM and prop determine torque needed, which in turn determines current drawn
   (current = torque × kv, in SI units!, or proportional to kv³ ).
3. Can
   Max.current and max.power determine whether that battery/motor/rpm/prop combo can run without going up in smoke.