Direction of force without right-hand rule?

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The discussion revolves around finding an alternative method to determine the direction of force on a charged particle in a magnetic field without using the right-hand rule. Participants suggest calculating the force using the formula qv × B, which provides a mathematical approach to find the components of the force. The original poster expresses a desire for a conceptual understanding rather than a reliance on hand gestures. The conversation highlights the importance of both mathematical calculations and intuitive grasp of physics concepts. Overall, the thread emphasizes the need for accessible methods to understand magnetic forces on charged particles.
Vinster
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Hi guys
I'm not sure if this is the right area - this is my first post - but it seems like it fits so

My question is, is there a way to get the direction of force on a charged particle from a magnetic field without using the right hand rule? What I'm looking for would be a way to just think about it, rather than look at my hands, or imagine my hands.

Thanks for any answers!
 
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You could calculate ##q\vec v\times \vec B## [and, if needed, get the components]
 
robphy said:
You could calculate ##q\vec v\times \vec B## [and, if needed, get the components]
derp...for someone currently finishing up a linear algebra course.. I should have gotten that xP but thanks a ton!
 

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