(+1) d (+ very large distance Show Transcribed Text d -1) Energy of Interaction of Point Charges Coulomb's Law yields an expression for the energy of interaction for a pair of point charges. V is the energy (in J) required to bring the two charges from infinite distance separation to distance r (in nm). Q₁ and Q₂ are the charges in terms of electrons. (i.e. the constant in the above expression is 2.31x10-19 J nm electrons ²) For a group of "point" charges (e.g. ions) the total energy of interaction is the sum of the interaction energies for the individual pairs. Calculate the energy of interaction for the arrangement of ions shown in the diagram below. d = 0.275 nm

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(+1)
d
(+
very large distance
Show Transcribed Text
d
-1)
Energy of Interaction of Point Charges
Coulomb's Law yields an expression for the energy of interaction for a pair of point charges.
V is the energy (in J) required to bring the two charges from infinite distance separation to distance r (in nm).
Q₁ and Q₂ are the charges in terms of electrons.
(i.e. the constant in the above expression is 2.31x10-19 J nm electrons ²)
For a group of "point" charges (e.g. ions) the total energy of interaction is the sum of the interaction energies for the individual pairs.
Calculate the energy of interaction for the arrangement of ions shown in the diagram below.
d = 0.275 nm
Transcribed Image Text:(+1) d (+ very large distance Show Transcribed Text d -1) Energy of Interaction of Point Charges Coulomb's Law yields an expression for the energy of interaction for a pair of point charges. V is the energy (in J) required to bring the two charges from infinite distance separation to distance r (in nm). Q₁ and Q₂ are the charges in terms of electrons. (i.e. the constant in the above expression is 2.31x10-19 J nm electrons ²) For a group of "point" charges (e.g. ions) the total energy of interaction is the sum of the interaction energies for the individual pairs. Calculate the energy of interaction for the arrangement of ions shown in the diagram below. d = 0.275 nm
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