What is the master equation for vibrational relaxation?

Question

TuteeHUB · Accepted Answer

$\frac {dN_i}{dt}$ = ZNi + 1 + ZNi – 1 – ZNi, i – 1 – ZNi

TuteeHUB · Answer

$\frac {dN_i}{dt}$ = ki + 1, i ZNi + 1 + ki – 1, i ZNi – 1 – ki, i + 1 ZNi – ki, i – 1 ZNi

TuteeHUB · Answer

$\frac {dN_i}{dt}$ = ki + 1, i Ni + 1 + ki – 1, i Ni – 1 – ki, i + 1Ni – ki, i – 1 Ni

TuteeHUB · Answer

$\frac {dN_i}{dt}$ = ZNi + 1 + ZNi – 1 – ZNi, i – 1 – ZNi

TuteeHUB · Answer

$\frac {dN_i}{dt}$ = Pi + 1, i ZNi + 1 + Pi – 1, i ZNi – 1

1.	What is the master equation for vibrational relaxation?
A.	\(\frac {dN_i}{dt}\) = ki + 1, i ZNi + 1 + ki – 1, i ZNi – 1 – ki, i + 1 ZNi – ki, i – 1 ZNi
B.	\(\frac {dN_i}{dt}\) = ki + 1, i Ni + 1 + ki – 1, i Ni – 1 – ki, i + 1Ni – ki, i – 1 Ni
C.	\(\frac {dN_i}{dt}\) = ZNi + 1 + ZNi – 1 – ZNi, i – 1 – ZNi
D.	\(\frac {dN_i}{dt}\) = Pi + 1, i ZNi + 1 + Pi – 1, i ZNi – 1
Answer» C. \(\frac {dN_i}{dt}\) = ZNi + 1 + ZNi – 1 – ZNi, i – 1 – ZNi

Discussion