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Chemistry

Closest distance of alpha particle Calculator

Chemistry

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Closest distance of alpha particle

Equation and meaning

\[R = ( ( ( 4 \cdot kZ \cdot ( e ^ 2 ) ) ) / ( ( ( m_alpha ) \cdot ( v_alpha ) ^ 2 ) ) )\]

Closest distance of alpha particle Where : R is the Nearest Distance to an Atom,K is the Constant,Z is the Atomic Number,e is the Electronic Charge,malpha is the Mass of Alpha Particle,Vα is the Velocity of Alpha Particle,

Variables in this formula

e — E
Enter this value unless it is the selected unknown.
kZ — Kz
Enter this value unless it is the selected unknown.
m_alpha — M Alpha
Enter this value unless it is the selected unknown.
R — Resistance
Electrical resistance SI unit: Ω
v_alpha — V Alpha
Enter this value unless it is the selected unknown.

How to use this calculator

  1. Leave one value emptyThe empty field is automatically treated as the unknown.
  2. Enter known values and unitsChoose N, kgf, dyn, SI or another compatible unit when available.
  3. Review the automatic answerThe result appears immediately and is substituted back into the formula to check the residual.
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\[d_{prime} = \frac{d}{\mu}\]
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