Push out solenoid force-distance problem

In summary, the conversation is about purchasing a push out solenoid and determining the amount of force needed to push a 4kg load into the air at a 90 degree angle to a height of at least 3 metres. The speaker also asks for an explanation of the method used to calculate this force. Further information on the distance the solenoid can be in contact with the object and the available power source is requested.
  • #1
MadaraUchiha
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I want to purchase a push out solenoid for throwing stuff into air and need help deciding the best one...
I want to push 4kg of load into air at 90degress starting from rest to a height of atleast 3 metres.
How much force(in Newtons ) would that need ?
Also if you could explain the method you used to calculate this ?
Thanks :)
 
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  • #2
MadaraUchiha said:
I want to purchase a push out solenoid for throwing stuff into air and need help deciding the best one...
I want to push 4kg of load into air at 90degress starting from rest to a height of atleast 3 metres.
How much force(in Newtons ) would that need ?
Also if you could explain the method you used to calculate this ?
Thanks :)

Hi MadaraUchiha! http://img96.imageshack.us/img96/5725/red5e5etimes5e5e45e5e25.gif

I can't give much help with this, but I think you should provide a little more information to assist someone who may be able to help. Over what distance can the solenoid be in contact with the object while it accelerates it? Also, what high current power source do you have available to power the solenoid?

Is this a student project on which you will be graded as part of your college assessment?
 
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FAQ: Push out solenoid force-distance problem

1. What is a push out solenoid?

A push out solenoid is an electromechanical device that uses an electrical current to create a magnetic field, which in turn produces a mechanical force or movement. It consists of a coil of wire wrapped around a metal core, and when an electrical current is passed through the coil, the metal core is pulled or pushed in a specific direction.

2. What is the force-distance problem for a push out solenoid?

The force-distance problem for a push out solenoid refers to the relationship between the distance that the solenoid can push and the amount of force it can generate. This is affected by factors such as the strength of the magnetic field, the number of turns in the coil, and the resistance of the core material.

3. How is the force-distance problem solved for a push out solenoid?

The force-distance problem for a push out solenoid can be solved using mathematical equations that take into account the various factors mentioned earlier. These equations can help determine the optimal design and specifications for the solenoid to achieve the desired force and distance.

4. What are some real-world applications of push out solenoids?

Push out solenoids have a wide range of applications in various industries, including automotive, medical, and industrial. They are commonly used in devices such as door locks, fuel injectors, and medical pumps. They can also be found in manufacturing processes, such as in assembly lines for precise movements and positioning.

5. What are the advantages of using push out solenoids?

Push out solenoids offer several advantages, including their compact size, low cost, and high efficiency. They also have a fast response time and can generate a large amount of force relative to their size. Additionally, they can be easily integrated into electronic systems and controlled with precision, making them a versatile and reliable choice for various applications.

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