10 kW
In my application, I am more interested in the ability of a particular set-up to climb a hill than its top speed. I would like to suggest the following standard test:
Start up a hill at 20 km/hr (12 mph), not pedaling. Place controller/CA/battery/BMS combination at highest continuous rating setting. Allow adequate time for the speed to reach an equilibrium value, say a minute, if the hill is sufficiently long (not a problem in my case). Record the % grade, current, voltage, power, ambient temp, and if outfitted, max temp of motor and how measured. For the set-up, record the bike wheel size, gearing (if working through gears), motor model, the controller model and current rating, the nominal battery voltage and charge state, capacity (Ah), continuous and maximum discharge rating (or the battery setup and let the reader determine the relevant design info), and, if equipped with the ability to limit current with another device (i.e. a Cycle Analyst), the current or power limit setting.
If you have a selection of different hills, attempt to find the highest grade hill it can climb in this manner, motor only, and reach an equilibrium speed. That is, on a 0% grade, the equilibrium speed will be the top speed you reported. At some grade, the motor will not be able to go up the hill. So presumably, there is a grade below which a motor will reach an equilibrium speed and not slow down but above which it will continue to slow until it stops.
I have seen a lot of posts quantifying top speed, but I can't remember one that quantifies the ability of a setup to climb a hill. Regardless of how much or little you intend to pedal, it would help people to have some idea of how a given set-up handles elevation changes. I have not had any luck with simulators in this regard, so in the absence of a good model, we will have to resort to an empirical approach.
The suggested experiment is more involved than measuring the top speed but will be more useful to those of us in the "hill country". For all-in-one set-ups, the test will be easy. For example, the owner of a Magic Pie setup just needs to get the bike speed to 20 km/hr, point it up the hill, and hit the throttle. As the controller is built in anyone looking at this setup will know what they can expect.
For cutom set-ups the result will be highly dependent on what system component is the limiting component, but at least people would know, for a given set-up, what they could expect. Right now, all I've seen are qualitative comparisons and manufacturers claims that a particular set up is "great for climbing hills". Since my idea of what is great could be different from the manufacturer's, it would be nice to be able to extrapolate performance based on a qualitative assessment.
Feel free to suggest a different approach and feel free to post the results of your own tests here.
Start up a hill at 20 km/hr (12 mph), not pedaling. Place controller/CA/battery/BMS combination at highest continuous rating setting. Allow adequate time for the speed to reach an equilibrium value, say a minute, if the hill is sufficiently long (not a problem in my case). Record the % grade, current, voltage, power, ambient temp, and if outfitted, max temp of motor and how measured. For the set-up, record the bike wheel size, gearing (if working through gears), motor model, the controller model and current rating, the nominal battery voltage and charge state, capacity (Ah), continuous and maximum discharge rating (or the battery setup and let the reader determine the relevant design info), and, if equipped with the ability to limit current with another device (i.e. a Cycle Analyst), the current or power limit setting.
If you have a selection of different hills, attempt to find the highest grade hill it can climb in this manner, motor only, and reach an equilibrium speed. That is, on a 0% grade, the equilibrium speed will be the top speed you reported. At some grade, the motor will not be able to go up the hill. So presumably, there is a grade below which a motor will reach an equilibrium speed and not slow down but above which it will continue to slow until it stops.
I have seen a lot of posts quantifying top speed, but I can't remember one that quantifies the ability of a setup to climb a hill. Regardless of how much or little you intend to pedal, it would help people to have some idea of how a given set-up handles elevation changes. I have not had any luck with simulators in this regard, so in the absence of a good model, we will have to resort to an empirical approach.
The suggested experiment is more involved than measuring the top speed but will be more useful to those of us in the "hill country". For all-in-one set-ups, the test will be easy. For example, the owner of a Magic Pie setup just needs to get the bike speed to 20 km/hr, point it up the hill, and hit the throttle. As the controller is built in anyone looking at this setup will know what they can expect.
For cutom set-ups the result will be highly dependent on what system component is the limiting component, but at least people would know, for a given set-up, what they could expect. Right now, all I've seen are qualitative comparisons and manufacturers claims that a particular set up is "great for climbing hills". Since my idea of what is great could be different from the manufacturer's, it would be nice to be able to extrapolate performance based on a qualitative assessment.
Feel free to suggest a different approach and feel free to post the results of your own tests here.