Fundamentals of Physics, Binder Ready Version
Fundamentals of Physics, Binder Ready Version
10th Edition
ISBN: 9781118230640
Author: Halliday, David; Resnick, Robert; Walker, Jearl
Publisher: WILEY
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Chapter 39, Problem 73P
To determine

To find

Energies of the lowest five states

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Four different particles are trapped in one dimensional wells with infinite potential at the walls and zero potential inside. The masses of the particles and their energy level, n , are given by: 1.  mass=m, n=1 2. mass=2m, n=2 3. mass =3m, n=3 4. mass=4m, n=2 All these wells have the same length L. Rank the kinetic energy of the particles in order of size, smallest to largest. Group of answer choices E3 <E1<E2<E4 E1 = E4 < E2 < E3 E4 <E3 <E2 = E1 E1 < E2 = E4 < E3 E1 < E2 = E3 <E4
One model that is used for the interactions between​ animals, including fish in a​ school, is that the fish have an energy of interaction that is given below by a Morse potential. The fish will attract or repel each other until they reach a distance that minimizes the function​ V(r). The coefficients A and a are positive numbers. Complete parts​ (a) through​ (c). V(r)=e^-r -Ae^-ar, r>0      Find the value of r that minimizes​ V(r).
One model that is used for the interactions between​ animals, including fish in a​ school, is that the fish have an energy of interaction that is given below by a Morse potential. The fish will attract or repel each other until they reach a distance that minimizes the function​ V(r). The coefficients A and a are positive numbers. Complete parts​ (a) through​ (c). V(r)=e^-r -Ae^-ar, r>0   a) assume initially that a=1/2 and A=1 what is the behavior of V(r) as r approaches 0

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