сиргекыопог ше оar ueuaенстgу соmamea uue тоu. 2. Given the following initial boundary value problem Section...

Question

Question

сиргекыопог ше оar ueuaенстgу соmamea uue тоu. 2. Given the following initial boundary value problem Section 1.2 u u(r, 0 f(x

math Advanced-Math

Add a comment Improve this question Transcribed image text

Answer 1

Answer #1

-2 Ju つォ ne JV Slulin: Equilikrium St Tht ) Jns we 7 Temperature intritutin Salatin ) ach Tht onty We Se Thキ Mean Stree cnd 4

Add a comment

Answer 2

Similar Homework Help Questions

сиргекыопог ше оar ueuaенстgу соmamea uue тоu. 2. Given the following initial boundary value problem Section...

сиргекыопог ше оar ueuaенстgу соmamea uue тоu. 2. Given the following initial boundary value problem Section 1.2 u u(r, 0 f(x) (L, t) B (0, t) 1 Әт дr a. determine an equilibrium temperature distribution, if one exists, and b. find the values of 3 for which there are such equilibrium solutions сиргекыопог ше оar ueuaенстgу соmamea uue тоu. 2. Given the following initial boundary value problem Section 1.2 u u(r, 0 f(x) (L, t) B (0, t) 1 Әт...
Section 1.3 3. a. Solve the following initial boundary value problem for the heat equation 0x<L...

Section 1.3 3. a. Solve the following initial boundary value problem for the heat equation 0x<L t0 at u(r, 0) f() u(0, t)u(L, t) 0, t>0, 9Tr when f(r)6 sin L b. Solve the following initial boundary value problem for the diffusion equation au D 0 L t0 at u(r, 0) f() (0, t) (L, t) 0, t 0, x < L/2 0. when f(r) r > L/2. 1 Section 1.3 3. a. Solve the following initial boundary value problem...
Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where ?(?,?)...

Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where ?(?,?) represents the temperature. 9??? = ?? ; 0 < ? < 6; ? > 0; B. C. : ?? (0,?) = 0; ?? (6,?) = 0; ? > 0; I. C. : ?(?, 0) = 12 + 5??? ( ? 6 ?) − 4???(2??); 0 < ? < 6 (a) When ? = 0, what would be the temperature at ? = 3? (Use...

(b) Calculate the 1.4.7 . For the following problems, determine an equilibrium temperature distribution (if one...

(b) Calculate the 1.4.7 . For the following problems, determine an equilibrium temperature distribution (if one exists). For what values of B are there solutions? Explain physically. ди? ди (а) +1, и(x, 0) = f(x), Or2 (0, t) = 1, и ди. дах (L,t) = 3 Әт at
Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x,...

Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x, t) represents the temperature. 9uxx = ut; 0 < x < 6; t> 0; B.C.: ux(0,t) = 0; uz(6,t) = 0; t>0; I. C.: u(x,0) = 12 + 5cos (6x) – 4cos(21x); 0<x< 6 (a) When t = 0, what would be the temperature at x = 3? (Use the initial condition.) (b) Determine whether the boundary conditions in this case is Dirichlet, Neumann,...
Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x,...

Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x, t) represents the temperature. 9uxx = ut; 0<x< 6; t> 0; B.C.:u,(0,t) = 0; ux(6,t) = 0; t> 0; I. C.: u(x,0) = 12 + 5cos ( x) – 4cos(27x); 0<x< 6 (a) Whent 0, what would be the temperature at x = 3? (Use the initial condition.) (3 marks) (b) Determine whether the boundary conditions in this case is Dirichlet, Neumann, or mixed...

Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x,...

Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x, t) represents the temperature. 9uxx = ut 0<x< 6; t> 0; B.C.: 4x(0,t) = 0; uz (6,t) = 0; t> 0; 1.C. : u(x,0) = 12 + scos (x) – 4cos(2x); 0 < x < 6 (a) When t = 0, what would be the temperature at x = 3? (Use the initial condition.) (3 marks) (b) Determine whether the boundary conditions in this...
Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x,...

Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x, t) represents the temperature. 9uxx = Ut; 0<x< 6; t> 0; B.C. : Ux(0,t) = 0; Ux(6,t) = 0; t> 0; I. C.: u(x,0) = 12 + 5cos (x) – 4cos(21x); 0 < X < 6 (a) When t = 0, what would be the temperature at x = 3? (Use the initial condition.) (3 marks) (b) Determine whether the boundary conditions in this...
Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x, t)...

Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x, t) represents the temperature. 9uxx = ut; 0<x< 6; t> 0; B.C.: ux(0,t) = 0; uz(6,t) = 0; t> 0; I. C.: u(x,0) = 12 + 5cos (x) – 4cos(27x); 0<x< 6 (a) When t = 0, what would be the temperature at x = 3? (Use the initial condition.) (3 marks) (b) Determine whether the boundary conditions in this case is Dirichlet, Neumann, or...

Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x,...

Q2 Given the following heat conduction initial-boundary value problem of a thin homogeneous rod, where u(x, t) represents the temperature. 9uxx = uti 0 < x < 6; t>0; B.C.: 4x(0,t) = 0; uz (6,t) = 0; t> 0; 1. C.: u(x,0) = 12 + 5cos (6x) – 4cos(27x); 0<x<6 (a) When t = 0, what would be the temperature at x = 3? (Use the initial condition.) (3 marks) (b) Determine whether the boundary conditions in this case is...

сиргекыопог ше оar ueuaенстgу соmamea uue тоu. 2. Given the following initial boundary value problem Section...

Homework Answers