Question #139259
calculate distance at which the interaction energy between two opposite elementary charges is equal to thermal energy (kbt) at 300k

1. vaccum
2.in water (e=80)
1
Expert's answer
2020-10-20T08:35:47-0400
F=kq1q2r2F = k{|q_1q_2| \over r^2}

At 300K ktb = 0.0259 eV


k=14πϵk = {1 \over 4\pi \epsilon}

r2=kq1q20.0259=q1q20.02594πϵr^2 = {k|q_1q_2| \over 0.0259} = {|q_1q_2| \over 0.0259*4\pi \epsilon}

a)


r2=1.61019(1.61019)0.3253040.08851011r^2 = {|1.6*10^{-19}*(-1.6*10^{-19})| \over 0.325304*0.0885*10^{-11}}


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