Thanks for the confirmation! You have no idea many times l went over this B4 l started to get comfortable with it!
No tork specs listed, but l'm guessing its big, and instant.
48V 1,000W Unite MY-1020 brushed motor specs:
Model: MY1020
Voltage: 48 Volt DC
Output: 1000 Watt
Rated speed:3000RPM
Rated current: 26.7A
Rated Torque: 3.2Nm
Weight 5.25Kg
1Kw power. Ungeared. Suitable for large scooters or bikes and trikes. You would use these in a setup where you wanted to retain the original gearing. Extremely powerful, one of the largest motors Unite makes in a brushed motor.
Trying to figure out the gearing for this thing. 6:1 isn't gonna work cuz the wheels are only 10 inch diameter.
So someone confirm this please, I don't trust my thinkin lately.
10 inch wheel X 3.1416 = 31.1416 inches circumferance.
Motor speed (maximum) 3000RPM
3.5:1 Gear ratio = 857.14RPM (maximum axle speed) (3000/3.5)
31.14 in x 857 MAx RPM = 26,691inches/minute (max)
26,691 inch/min = / 12 = 2,224 Feet/minute x 60 = 133455 feet/hour
133455/5280 = 25.276 MPH
Sound right?
IMO a 3.5:1 GR it too high
FME 6:1 is about ideal
...but, 5:1 is faster
This is how I have been doin' it
Ballpark Equation
MS/GR=ASxTC=IM/FT=FMxHR=FHxMM= MPH
Motor Speed/Gear Ratio=Axle Speed x Tire Circumference = Inches per Minute traveled/Foot(12) = Feet per Minute traveled x Hour(60) = Feet per Hour traveled x MPH Multiplier(.000189) = Miles Per Hour
If the motor does ~3,000 RPM's
...& were running (for this example, let's say) a 5:1 gear ratio (10T drive sprocket, on the motor & a 50T driven sprocket, on the wheel)
...& (if) the ~10" wheels, have a ~31" cir.
Then, the math would look like:
3,000(RPM)/5(GR) = 500 (axle speed)
500(AS) x 31(TC) = 15,500 (inches per min-traveled)
15,500(IM)/12(FT) = 1,291 (feet per min-traveled)
1,291(FM) x 60(HR) = 77,500 (feet per hour-traveled)
77,500(FH) x .000189(MM) =
14.65 MPH