How to Design a Solenoid for an Electric Door Lock Releaser?

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SUMMARY

The discussion focuses on designing a solenoid for an electric door lock releaser, specifically requiring a solenoid that operates at 12V and generates a force of at least 10 N from a distance of 1 cm. Key calculations involve determining the number of turns of wire, wire diameter, and iron core specifications. The magnetic field strength is calculated using the formula B = μNI, where μ is the permeability of the core material, N is the number of turns, and I is the current. The challenge lies in translating the magnetic field strength into the force exerted on a piece of iron at a specified distance.

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  • Understanding of solenoid design principles
  • Familiarity with electromagnetism and magnetic field calculations
  • Knowledge of wire gauge and its impact on resistance and current
  • Experience with materials science, particularly magnetic materials
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Electronics engineers, hobbyists designing locking mechanisms, and anyone interested in electromagnet applications in security systems.

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I am trying to make a an electric door lock releaser. I am going to use a solenoid to make an electromagnet that will pull down a handle to release the lock. The electromagnet has to act from a distance of 1 cm. And it has to impart a force of at least 10 N. The problem is to design the electromagnet to operate at 12v. I mean to ask, how many turns of wire?, what diameter of wire and the iron-core?. Whats the method to find them?
 

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Put it in short my question is--
, Given a solenoid, you can find the magnetic field strength by B = uNI.
But How do I calculate how much force this field will impart in a piece of iron some distance away?
 

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