what is the number of revolutions of electron in second Bohr's orbit of H atom in one second
Srividyashivakumar:
plzz send me the answer
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Frequency = 1Time period1Time period
Time period = Total distance coveredVelocity=2πrvTotal distance coveredVelocity=2πrv
Frequency = v2πrv2πr
The velocity (v2)(v2) and radius (r2)(r2) of the 2nd2nd Bohr's orbit :
rn=(0.53×10−10n2/z)mrn=(0.53×10−10n2/z)m
r2=(0.53×10−10(22)m=2.12×10−100mr2=(0.53×10−10(22)m=2.12×10−100m
vn=2.165×106(z/n)m/svn=2.165×106(z/n)m/s
v2=2.165×106(1/2)=1.082×106m/sv2=2.165×106(1/2)=1.082×106m/s
Frequency=v22πr2=1.082×1062(π)(2.12×10−10)v22πr2=1.082×1062(π)(2.12×10−10)
v=8.13×1016Hz
Time period = Total distance coveredVelocity=2πrvTotal distance coveredVelocity=2πrv
Frequency = v2πrv2πr
The velocity (v2)(v2) and radius (r2)(r2) of the 2nd2nd Bohr's orbit :
rn=(0.53×10−10n2/z)mrn=(0.53×10−10n2/z)m
r2=(0.53×10−10(22)m=2.12×10−100mr2=(0.53×10−10(22)m=2.12×10−100m
vn=2.165×106(z/n)m/svn=2.165×106(z/n)m/s
v2=2.165×106(1/2)=1.082×106m/sv2=2.165×106(1/2)=1.082×106m/s
Frequency=v22πr2=1.082×1062(π)(2.12×10−10)v22πr2=1.082×1062(π)(2.12×10−10)
v=8.13×1016Hz
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