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Magnets

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A positive helium ion He+ is released from rest at the surface of a +1000 V flat electrode. It travels in the +x-direction (in vacuum) across a 1 mm gap, passes through a small hole in a +0 V electrode that is parallel to the first one, and enters a region of magnetic field. In the region with the magnetic field, it follows a path that curves in the +y-direction. Assume the magnetic field is uniform outside the electrodes, and zero in between them. For a field strength of B = 1.0 T, what is the radius of curvature of the resulting path in meters? A helium nucleus has two protons and two neutrons

I looked at the formula of Bobpursely, for Carl's question, I didn't get it, can you please plug in numberss to see where I have gone wrong. thanks

  • Magnets - ,

    mv²/2=qΔφ
    v=sqrt(2qΔφ/m) =
    =sqrt(2•2•1.6•10⁻¹⁹•1000/4•1.67•10⁻²⁷) = 3.1•10⁵ m/s
    mv²/R = qvB
    R=mv/qB = 4•1.67•10⁻²⁷•3.1•10⁵/2•1.6•10⁻¹⁹•1=
    =6.47 •10⁻³m

  • Magnets - ,

    I calculated the same answer but somehow its wrong, I wonder why? Is there another formula to solve this?

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