Can DOGA DO11137612B003018 Lift 90kgs 48"?

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The DOGA DO11137612B003018 motor, with a nominal torque of 5 Nm and a speed of 40 rpm, may struggle to lift 90 kg over a distance of 1.2 meters without a suitable reduction gearbox, as calculations indicate a required torque of 33.3 Nm. The proposed lift mechanism involves a nylon tape coiling onto a small drum, which affects the torque needed due to the drum's radius. It would take approximately 15 seconds to lift the weight, assuming a power output of 60 watts from the motor. Additionally, the diameter of the rope wrapped around the drum should be considered when calculating the necessary lifting force. Overall, the motor's capabilities may not suffice without modifications to the gear ratio or additional power sources.
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using the following information can anyone tell me if the detailed motor is capable of lifting 90kgs 48"

Nominal speed 40 rpm
Nominal torque 5 Nm
Nominal voltage 12 V
Shaft diameter 9 mm
Manufacturer part no. DO 111.3761.2B.00 / 3018
Specification DC gear motor
Nominal current 5 A
Shaft design With key 3
Type DO11137612B00/3018

http://www.conrad-uk.com/ce/en/product/198458/DOGA-DO11137612B003018-12VDC-Motor-40RPM-5NM-DO-11137612B00-3018/1101101&ref=list
regards
red
 
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takes about about 10-15 seconds with current motor
 
Describe the lift mechanism (i.e., rope on a drum, like a winch), including dimensions.
 
pantaz said:
Describe the lift mechanism (i.e., rope on a drum, like a winch), including dimensions.

I will be using nylon tape 25mm wide which coils onto a small drum approx 30mm i/d 75mm o/d

http://www.bruno.com/vehicle-lift-take-apart-lifts.html

this the hoist mechanism
 
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any ideas people? trying to save a disabled guy £450
 
Your downward force is 90*9.81 N (call it 900) so if your drum is .037 m radius you need a torque of 33.3 NM so you'd need a 7:1 reduction gearbox.
To raise 90 Kg over 1.2 M you need about 1000 J, 12V*5A is 60w so it would take slightly over 15 seconds for the lift.
 
thanks jobrag
thats brilliant
 
Jobrag,
I have a question please. If this was an application with a rope wrapped around the drum, would we not consider the diameter of the rope in addtion to the radius of the drum to back calculate the force necessary?
 
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