Question

Consider the Potential V(r) =Vo (c/r) exp (-r/c) (where c is a constant) and a deutron...

Consider the Potential V(r) =Vo (c/r) exp (-r/c) (where c is a constant) and a deutron of reduced mass m moving in this potential .

(a) Using a trial wave function R(r) = exp (- d *r / c) (d is constant ) find the ground state energy if Vo= 1.35

(b) If one bound state energy is -2.2 find Vo

Science   Advanced-Physics   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
The potential at the surface of a sphere (radius R) is given by Vo=Kcos3D, Where D...
The potential at the surface of a sphere (radius R) is given by Vo=Kcos3D, Where D is theta,K is a constant. Find the potential inside and outside the sphere, as well as the surface charge density s(D) on the sphere.(Assume there is no charge inside or outside the sphere).
A particle is confined in a one-dimensional potential that is proportional to the absolute value of...
A particle is confined in a one-dimensional potential that is proportional to the absolute value of ?, where ?(?) = ? |?|, and ? is a real, positive constant. Use the variational method with the trial wave function ?(?) = ? ?−??2, where ? is a normalization constant and ? is a real, positive parameter to estimate the ground-state energy of this system. Note that this potential is an even function.
particle of mass m is moving in a one-dimensional potential V (x) such that ⎧ ⎨...
particle of mass m is moving in a one-dimensional potential V (x) such that ⎧ ⎨ mω2 x2 ifx>0 V (x) = 2 ⎩ +∞ if x ≤ 0 (a) Consider the motion classically. What is the period of motion in such potential and the corresponding cyclic frequency? (b) Consider the motion in quantum mechanics and show that the wave functions of the levels in this potential should coincide with some of the levels of a simple oscillator with the...
consider an object of mass m moving in a circle of radius r with a constant...
consider an object of mass m moving in a circle of radius r with a constant speed v. what is a possible formula for the objects acceleration a (in m/s^2)?
A battery of ? = 2.10 V and internal resistance R = 0.600 ? is driving...
A battery of ? = 2.10 V and internal resistance R = 0.600 ? is driving a motor. The motor is lifting a 2.0 N mass at constant speed v = 0.50 m/s. Assuming no energy losses, find the current i in the circuit. (a) Enter the lower current. (b) Enter the higher current. (c) Find the potential difference V across the terminals of the motor for the lower current. (d) Find the potential difference V across the terminals of...
A battery of ε = 2.90 V and internal resistance R = 0.500 Ω is driving...
A battery of ε = 2.90 V and internal resistance R = 0.500 Ω is driving a motor. The motor is lifting a 2.0 N mass at constant speed v = 0.50 m/s. Assuming no energy losses, find the current i in the circuit. A.Enter the lower current. B. Enter the higher current. C. Find the potential difference V across the terminals of the motor for the lower current. D. Find the potential difference V across the terminals of the...
particle of mass m moves under a conservative force where the potential energy function is given...
particle of mass m moves under a conservative force where the potential energy function is given by V = (cx) / (x2 + a2 ), and where c and a are positive constants. Find the position of stable equilibrium and the period of small oscillations about it.
1. Consider a particle with mass m in a one dimensional potential V (x) = A/x...
1. Consider a particle with mass m in a one dimensional potential V (x) = A/x + Bx, x > 0. (a) Expand the potential V about its minimum value to quadratic order. (b) Find the lowest two stationary state energies in terms of A, B, m and fundamental constants.
A battery of ε = 2.60 V and internal resistance R = 0.700 Ω is driving...
A battery of ε = 2.60 V and internal resistance R = 0.700 Ω is driving a motor. The motor is lifting a 2.0 N mass at constant speed v = 0.50 m/s. Assuming no energy losses, find the current i in the circuit. Enter the lower current. Enter the higher current. Find the potential difference V across the terminals of the motor for the lower current.Find the potential difference V across the terminals of the motor for the higher...
Consider two blocks on a horizontal plane where block one has a small mass (m) with...
Consider two blocks on a horizontal plane where block one has a small mass (m) with some velocity (v) while block two has a large mass (M) and a spring with a spring constant of (k). Have block one collide with the spring of block two and stick so that the two blocks are allowed to oscillate. Ignore friction. 1) Find the internal energy change in the system 2) Now assume block two is instead an un-moving wall so that...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT