183_notes:model_of_a_wire

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183_notes:model_of_a_wire [2021/02/18 20:44] – [Modeling the solid wire] stumptyl183_notes:model_of_a_wire [2021/03/13 19:40] (current) – [Modeling the interatomic bond as spring] stumptyl
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 ==== Modeling the interatomic bond as spring ==== ==== Modeling the interatomic bond as spring ====
  
-[{{ 183_notes:mi3e_04-011.png?200|Cubical lattice model of solid where the interatomic distance is $d$.}}]+[{{ 183_notes:lattice_cube_spheres.png?200|Cubical lattice model of solid where the interatomic distance is $d$.}}]
 To model the interatomic bond as a spring, we will need to first determine how "long" the bond is. Let's take the concrete example of Platinum (Pt). A single mole of Pt has $6.02\times10^{23}$ atoms in it and has an atomic mass of $195.08 g$. Pt has a density of $21.45 g/cm^3$. We can determine the density of Pt in SI units: To model the interatomic bond as a spring, we will need to first determine how "long" the bond is. Let's take the concrete example of Platinum (Pt). A single mole of Pt has $6.02\times10^{23}$ atoms in it and has an atomic mass of $195.08 g$. Pt has a density of $21.45 g/cm^3$. We can determine the density of Pt in SI units:
  
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