Determine 0 (x, t).

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Given that a metal bar of length 1 meter and of constant section (S) which is very close to zero. The
ends of the bar are insulated and there is no heat loss. The temperature variation (0) along the bar at
the instant t =0 is given by:
x si 0<x < 0,5
(1 -x si 0,5 <x<1
0(x, 0) =
%3D
|
Determine e (x, t). Thermal diffusivity is 2 m2/s.
Transcribed Image Text:Given that a metal bar of length 1 meter and of constant section (S) which is very close to zero. The ends of the bar are insulated and there is no heat loss. The temperature variation (0) along the bar at the instant t =0 is given by: x si 0<x < 0,5 (1 -x si 0,5 <x<1 0(x, 0) = %3D | Determine e (x, t). Thermal diffusivity is 2 m2/s.
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