 35.1: Sketch (a) the wave function and (b) the probability density functi...
 35.2: Sketch (a) the wave function and (b) the probability density functi...
 35.3: Show that if and are each solutions to the timeindependent Schrding...
 35.4: The harmonic oscillator problem may be used to describe the vibrati...
 35.5: Use the procedure of Example 351 to verify that the energy of the ...
 35.6: Show that the expectation value is zero for both the ground state a...
 35.7: Verify that the normalization constant in the groundstate harmonic...
 35.8: Using the result of 7, show that for the ground state of the harmon...
 35.9: The quantity is a measure of the average spread in the location of ...
 35.10: Classically, the average kinetic energy of the harmonic oscillator ...
 35.11: We know that for the classical harmonic oscillator, It can be shown...
 35.12: Aparticle of energy approaches a step barrier of height What should...
 35.13: SPREADSHEET A particle that has mass is traveling in the direction ...
 35.14: Suppose that the potential energy in is equal to zero everywhere in...
 35.15: A electron (an electron with a kinetic energy of ) is incident on a...
 35.16: Use Equation 3529 to calculate the order of magnitude of the proba...
 35.17: To understand how a small change in energy can dramatically change ...
 35.18: (a) A particle is confined to a threedimensional box that has side...
 35.19: (a) A particle is confined to a threedimensional box that has side...
 35.20: Aparticle moves in a potential well given by for and outside these ...
 35.21: A particle is constrained to the twodimensional region defined by ...
 35.22: Show that the twoparticle wave function and (Equation 3537), is a...
 35.23: What is the groundstate energy of ten noninteracting bosons in a o...
 35.24: What is the groundstate energy of seven identical noninteracting f...
 35.25: Show that the groundstate and the first excited state wave functio...
 35.26: The wave function for the state of the harmonic oscillator is where...
 35.27: For the wave functions corresponding to a particle in an infinite s...
 35.28: Consider a particle in an infinite onedimensional box that has a l...
 35.29: Eight identical noninteracting fermions are confined to an infinite...
 35.30: A particle is confined to a twodimensional box defined by the foll...
 35.31: The classical probability distribution function for a particle in a...
 35.32: Show that Equations 3527 and 3528 imply that the transmission coe...
 35.33: (a) Show that for the case of a particle of energy incident on a st...
 35.34: SPREADSHEET (a) Using a spreadsheet program or graphing calculator ...
 35.35: The wave function for the state of the harmonic oscillator is where...
 35.36: Consider the timeindependent, onedimensional Schrdinger equation ...
 35.37: In this problem, you will derive the groundstate energy of the har...
 35.38: A particle that has mass and is near Earths surface, at which can b...
Solutions for Chapter 35: APPLICATIONS OF THE SCHRDINGER EQUATION
Full solutions for Physics for Scientists and Engineers,  6th Edition
ISBN: 9781429201247
Solutions for Chapter 35: APPLICATIONS OF THE SCHRDINGER EQUATION
Get Full SolutionsChapter 35: APPLICATIONS OF THE SCHRDINGER EQUATION includes 38 full stepbystep solutions. This textbook survival guide was created for the textbook: Physics for Scientists and Engineers,, edition: 6. Physics for Scientists and Engineers, was written by and is associated to the ISBN: 9781429201247. This expansive textbook survival guide covers the following chapters and their solutions. Since 38 problems in chapter 35: APPLICATIONS OF THE SCHRDINGER EQUATION have been answered, more than 36907 students have viewed full stepbystep solutions from this chapter.

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