Question

In: Advanced Math

how to derive wave equation? (not second order, but first order)

how to derive wave equation?
(not second order, but first order)

Solutions

Expert Solution

Read it. I write myself it on pdf . So read it.


Related Solutions

derive the classical wave equation. Show the relationship between this equation and the electromagnetic wave equation.
derive the classical wave equation. Show the relationship between this equation and the electromagnetic wave equation.
Derive the wave equation in conducting media.
Derive the wave equation in conducting media.
Starting from the first and second law of thermodynamics, derive the fundamental equation for A in...
Starting from the first and second law of thermodynamics, derive the fundamental equation for A in its natural variables. a) Derive the Maxwell relation that s related to this equation. b) Show that for df= gdx + hdy we have an exact equation if:
Derive the classical wave equation. Describe the relationship between classical wave equation and electromagnetic equations.
Derive the classical wave equation. Describe the relationship between classical wave equation and electromagnetic equations.
Derive the electromagnetic wave equation in terms of the magnetic field H
Derive the electromagnetic wave equation in terms of the magnetic field H
Derive the wave propagation equation for particle motion collinear with the direction of propagation. Assume a...
Derive the wave propagation equation for particle motion collinear with the direction of propagation. Assume a homogeneous, isotropic, linear-elastic, infinite, continuum medium. Follow your class notes, and clearly identify all assumptions made along the way. Then, assume the solution to the wave equation, i.e., the particle motion, replace into the differential equation and …. conclude!
(Fluid Mechanics; Euler's equation and Bernoulli equation) As I know, in order to derive Euler's equation...
(Fluid Mechanics; Euler's equation and Bernoulli equation) As I know, in order to derive Euler's equation from Naveri-Stokes equation, the additional conditions are 1)Incompressible and 2)Inviscid Then, in order to derive Bernoulli's equation from Euler's equation, what additional conditions are needed? As I thought, Euler's equation already meets the incompressible and invsicid condtion, so only "steady state" is the additional condition to derive Bernoulli equation from Euler's equation. Am I right? In addition, are both Navier-stokes equation and Euler's equation...
Problem 2. Derive 1-D wave equation for Hy(z,t), and prove that Hy given in equation 9.32...
Problem 2. Derive 1-D wave equation for Hy(z,t), and prove that Hy given in equation 9.32 in the textbook is a solution of the 1-D wave equation.
Derive wave equation for H (eq. 9.7 in the textbook) from Maxwell’s equations for source-free region...
Derive wave equation for H (eq. 9.7 in the textbook) from Maxwell’s equations for source-free region filled with linear, homogeneous, and lossless material of permittivity ε and permeability μ.
How do we find singular solutions for a first order Differential Equation?
How do we find singular solutions for a first order Differential Equation?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT