How Many Watts Are Needed to Lift a 200-Pound Mass with an Electromagnet?

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SUMMARY

To determine the power required to lift a 200-pound mass using an electromagnet, one must calculate the potential energy (PE) using the formula PE = mgH, where m is the mass, g is the acceleration due to gravity (9.8 m/s²), and H is the height. Power (P) is then calculated using P = W / t, where W is the work done in Joules and t is the time in seconds. The result in Watts can be converted to horsepower using the conversion factor of 1 horsepower = 750 Watts. Consistent use of mks (meters, kilograms, seconds) units is essential for accurate calculations.

PREREQUISITES
  • Understanding of basic physics concepts, particularly potential energy and power.
  • Familiarity with the mks (meters, kilograms, seconds) unit system.
  • Knowledge of the formula for calculating work done against gravity.
  • Ability to perform unit conversions, specifically between Watts and horsepower.
NEXT STEPS
  • Research how to apply the potential energy formula in practical scenarios.
  • Learn about the implications of lifting speed on power requirements.
  • Explore the use of mks calculators for unit conversions.
  • Investigate the efficiency of different electromagnets for lifting applications.
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Engineers, physicists, and hobbyists interested in electromagnet applications, particularly those involved in lifting heavy objects using electromagnetic systems.

andyc
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How do I figure out how many watts per hour or horse power it takes to lift a 200 pound mass using electro magnet? Is there a formula I can use? Thanks for any help
 
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andyc said:
How do I figure out how many watts per hour or horse power it takes to lift a 200 pound mass using electro magnet? Is there a formula I can use? Thanks for any help

Welcome to the PF. First, Watts is already a measure of power. Power is energy per time, and 1 Watt = 1 Joule per second.

It's easiest to work in mks (meters, kilograms, seconds) units, so you should try to convert your units to mks and stay consistent with the units.

The work done (energy invested) in lifting something against the force of gravity can be determined by the mass of the object and its final height:

PE = mgH (Potential Energy = mass * g * Height), where g = 9.8m/s^2 is the acceleration due to gravity

You would calculate that (all in mks units), and that gives you the change in energy, or the work done to lift the mass.

The faster you want to lift the object to that height, the more power it takes, because:

P = W / t (Power in Watts = Work in Joules * time in seconds)

And finally, once you have your answer in Watts, you can use the conversion:

1 horsepower = 750 Watts.

Show us your work as you do the calculations, and we can check it for you. You can google "mks calculator" to get some help with the unit conversion if you need it.
 

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