First of all, what I'm going to state is still moot since I've never set any power curve in my life.
The top speed of the Varg EX according to the manual is 129 kmph, I guess at 14K rpm, so 140 kmph @14 K rpm approximates reality, then you can roughly say that every 1K rpm is roughly 10 kmph, so for example you are roughly at 30 kmph @ 3K rpm.
Personally, I would try something more like this shape:

The red line here shows what the torque line would look like with power line set to maximum at all RPM in the Varg app:
source
The image is actually referred to an internal magnet motor and not a surface magnet motor like the one in the Varg but the shapes of the two lines should hold good for us, too.
As I've written, a linear power curve means constant torque and therefore constant push but I suspect that it wouldn't be felt as constant. As far as I know, the brain perceives stimuli in a logarithmic way and not linearly (searching the internet fot Weber-Fechner law can lead you to interesing results about this). So, for example, we perceive sound levels logarithmically and, in order to compensate for this, behind the volume knobs of any stereo system there usually is an exponential potentiometer. Now if the power curve is exponential this doesn't mean that the torque will be exactly exponential but it will still be somehow similar. So I would say that a straight power line gives constant propulsion but maybe an exponential one gives the perception of constant propulsion. This can be affected by the fact that we also perceive a speed increase at the same time in which we feel the push, we are not stationary, then maybe that would compensate fot the logarithmic perception and a constant push would just feel like constant.
And then at higher speed you want power to increase a lot to compensate for the exponentially increasing and not negligible any more air drag.
So moot, I'd like to try changing curves.
The top speed of the Varg EX according to the manual is 129 kmph, I guess at 14K rpm, so 140 kmph @14 K rpm approximates reality, then you can roughly say that every 1K rpm is roughly 10 kmph, so for example you are roughly at 30 kmph @ 3K rpm.
This looks sensible to me, since like this the bike would behave like @80 HP up to 3K, giving a constant very strong push and then it would become weaker.so how would you configure a throttle curve making it most easy to lift th front wheel with 40hp max? Imho max hp at the beginning? Like shown in the pic?
View attachment 13361
This looks like it would push very hard up to like 50 kmph and then it would feel like it has lost power: I think this would feel wrong. It's interesting how the software shows a section of the grey line beyond the red line to link the points without creating angles.or would you even go above 40 hp like this`?
View attachment 13363
Personally, I would try something more like this shape:

I agree especially considering that you can't change torque by shifting gears on a Varg anyways; torque is also directly proportional to the propulsion that the motorcycle receives.I wish Stark had shown the Torque plot instead or in addition to the HP plot.
The red line here shows what the torque line would look like with power line set to maximum at all RPM in the Varg app:

source
The image is actually referred to an internal magnet motor and not a surface magnet motor like the one in the Varg but the shapes of the two lines should hold good for us, too.
As I've written, a linear power curve means constant torque and therefore constant push but I suspect that it wouldn't be felt as constant. As far as I know, the brain perceives stimuli in a logarithmic way and not linearly (searching the internet fot Weber-Fechner law can lead you to interesing results about this). So, for example, we perceive sound levels logarithmically and, in order to compensate for this, behind the volume knobs of any stereo system there usually is an exponential potentiometer. Now if the power curve is exponential this doesn't mean that the torque will be exactly exponential but it will still be somehow similar. So I would say that a straight power line gives constant propulsion but maybe an exponential one gives the perception of constant propulsion. This can be affected by the fact that we also perceive a speed increase at the same time in which we feel the push, we are not stationary, then maybe that would compensate fot the logarithmic perception and a constant push would just feel like constant.
And then at higher speed you want power to increase a lot to compensate for the exponentially increasing and not negligible any more air drag.
So moot, I'd like to try changing curves.
Is the throttle response adjusted as power vs throttle position in that case?I have a TORP TC500 in my Surron Lightbee (72V).
The throttle response is very easy to set with adjusting the curve in the diagram by one finger.
To get a "push" when you open the throttle the first part of the curve must be steep (exponential).
Later linear (proportional). More flat!
This way you can create a kind of "clutch flip" when you open the throttle fast.