AMATH 568 HOMEWORK 7 solved

$30.00

Original Work ?

Download Details:

  • Name: HW7-b22iiw.zip
  • Type: zip
  • Size: 77.62 KB

Category: Tags: , , You will Instantly receive a download link upon Payment||Click Original Work Button for Custom work

Description

5/5 - (1 vote)

1. Consider the Optical Parametric Oscillator as given in Lecture 23 of the notes (Pages 99-102)
(a) Assuming slow time τ = 
2
t and slow space ξ = x, derive the Fisher-Kolmogorov equation for
the slow evolution of the instability (the expression after Eq. (518))
(b) Derive the Swift-Hohenberg type expression which is governed by Eq. (519) with the scalings
detailed in the notes.

🚀 Custom Work, Just for You! 🚀

Can’t find the tutorial you need? No worries! We create custom, original work at affordable prices! We specialize in Computer Science, Software, Mechanical, and Electrical Engineering, as well as Health Sciences, Statistics, Discrete Math, Social Sciences, Law, and English.

✍️ Custom/Original Work Essays cost as low as $10 per page.
💻 Programming Custom Work starts from $50.

🔥 Get top-quality help now! 🔥

Get Your Custom Work