Two ion Vo = 14.5KV -26 species are in the same beam and accelerated with a voltage across a parallel plate capacitor to

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answerhappygod
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Two ion Vo = 14.5KV -26 species are in the same beam and accelerated with a voltage across a parallel plate capacitor to

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Two Ion Vo 14 5kv 26 Species Are In The Same Beam And Accelerated With A Voltage Across A Parallel Plate Capacitor To 1
Two Ion Vo 14 5kv 26 Species Are In The Same Beam And Accelerated With A Voltage Across A Parallel Plate Capacitor To 1 (60.72 KiB) Viewed 56 times
Two Ion Vo 14 5kv 26 Species Are In The Same Beam And Accelerated With A Voltage Across A Parallel Plate Capacitor To 2
Two Ion Vo 14 5kv 26 Species Are In The Same Beam And Accelerated With A Voltage Across A Parallel Plate Capacitor To 2 (35.57 KiB) Viewed 56 times
Can someone help me with these 2 questions please?
Two ion Vo = 14.5KV -26 species are in the same beam and accelerated with a voltage across a parallel plate capacitor to gain kinetic energy K = 1/2 M.U. ² zqV. Assume all ions have the same charge q = +1.6022 x 10-19 C, but muss m = 2.66x10² 6 kg. The ion beam travels abong the x-axis from the x20 region and at the origin enters a region where a uniform Magnetic flux density B = Boaz exists for x>0. The ions in the beam are deflected by t Lorentz force. Let the system be in free space with Er = 1 and and -26, M₂ = 1.16x10" the Pr=1. Find the magnetic flux density Bo so that the ions with mass mi or M₂ only! can be separated when exiting the region with the magnetic flux density at = -2*24.8 cm after travelling exactly a half circle. State explicitly which ions you are separating, namely the ones with mass M₁ or M₂. Yo
A high power transmitter, like in a in space and has the following electric field form: radar, radiates an EM wave which propagates E=4698 Where R is the distance from the source antenna. It is known that human tissue can Rcos (27x2.6 x10²t -B₂) 2x safely tolerate a power density of ImW/cm² Determine the distance & beyond which it is safe for humans to be exposed to Such EM waves.
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