Chapter 10: Problem 22
Describe the similarities and differences between Type-l and Type-Il superconductors.
Short Answer
Step by step solution
Key Concepts
These are the key concepts you need to understand to accurately answer the question.
Chapter 10: Problem 22
Describe the similarities and differences between Type-l and Type-Il superconductors.
These are the key concepts you need to understand to accurately answer the question.
All the tools & learning materials you need for study success - in one app.
Get started for free81\. Donor and Acceptor Levels: Define \(U(x)\) with \(X_{1}, X_{2}\) and \(X_{3}\) set to \(1.2,2.4\), and \(3.6\). respectively. which gives seven equally spaced wells separated by walls of width 0.2. For \(U_{0}\) use 20 , and for \(\Lambda x\), use \(0.001\). (a) \(\mathrm{Note}:\) This part can be skipped if also working Exercise 80.) Following the Chapter 5 guidelines on choosing \(\psi(0)\) and \(\psi(\mathrm{Ax})\), test both odd and even functions at different trial values of \(E\) by finding \(\psi\) at all multiples of \(\Delta x\) and ploting the results from \(x=0 \operatorname{to} x=5\). Find 14 ullowed energies. Note that the indicator of having passed an allowed energy is the flip of the diverging large-x tail. The lowest energy or two will take the most work. Except for these, there is no need to exceed three significant figures. Afterward. make a scatter plot of \(E_{n}\) versus \(n\), where \(n\) goes from 1 to 14 . (b) Now replace Iwo atoms with impurity atoms as follows: For cither the well at \(1.2\) or the well at \(2.4\), change \(B\) from 0 to0.l. (Note: Changing one well automatically changes the corresponding well at negative \(x\). We avoid changing the outemost wells simply because it doesn't work as nicely.) This puts the bottom of the altered well at \(0.1 U_{0}\), or 2 units. Again find 14 energies. and make another scatter plot. (c) Repeat part (b). but choosing \(-0.1\) for \(B\) in the "impurity" atom. putting its bottom at \(-2\) units. (d) Discuss how the impurities added in parts (b) and (c) cotrespond to atoms whose valence differs from that of the intrinsic atoms. (e) If each intrinsic atom comes with two electrons, and the impurities come with one and three, respectively, which states would be filled in parts (b) and (c)? Remember that there are two spin states. (f) Discuss the overall result of adding the impurities.
In a concise yet fairly comprehensive way, explain why doped semiconductors are so pervasive in modem technology.
Section 10.2 discusses \(\sigma\) -bonds and \(\pi\) -bonds for \(p\) -states and \(\sigma\) -bonds for s-states. but not \(\pi\) -bonds for s-states. Why not?
The carbon monoxide molecule CO has an effective spring constant of \(1860 \mathrm{~N} / \mathrm{m}\) and a bond length of \(0.113 \mathrm{nm}\). Determine four wavelengths of light that CO might absorb in vibration-rotation transitions.
The photons emitted by an LED arise from the energy given up in electron-hole recombinations across the energy gap. How large should the energy gap be to give photons at the red end of the visible spectrum \((700 \mathrm{~nm}) ?\)
What do you think about this solution?
We value your feedback to improve our textbook solutions.