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Read EK p561, e.g. 1 Find the temperature in a bar of silver of length 10 cm and constant cross section of area 1 cm² (density 10.6 g/cm', thermal conductivity 1.04 cal/cm sec "C, specific heat 0.56cal/g °C that is perfectly insulated laterally, (but the ends of the bar have heat exchange), with ends kept at temperature 0 °C and initial temperature. Where the initial condition: (1) (2) (Bonus) f(x) = sin(0.1mx) f(x)=sin(0.1xx) But both ends are kept at 25 °C, instead of 0 °C

Read EK p561, e.g. 1 Find the temperature in a bar of silver of length 10 cm and constant cross section of area 1 cm² (density 10.6 g/cm', thermal conductivity 1.04 cal/cm sec "C, specific heat 0.56cal/g °C that is perfectly insulated laterally, (but the ends of the bar have heat exchange), with ends kept at temperature 0 °C and initial temperature. Where the initial condition: (1) (2) (Bonus) f(x) = sin(0.1mx) f(x)=sin(0.1xx) But both ends are kept at 25 °C, instead of 0 °C

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Read EK p561, e.g. I Find the temperature in a bar of silver of length 10 cm and constant cross section of area 1 cm² (density 10.6 g/cm³, thermal conductivity 1.04 cal/cm sec °C, specific heat 0.56cal/g °C that is perfectly insulated laterally, (but the ends of the bar have heat exchange), with ends kept at temperature 0 °C and initial temperature. Where the initial condition: (1) (2) (Bonus) f(x) = sin(0.1xx) f(x)=sin(0.17x) But both ends are kept at 25 °C, instead of 0 °C
Transcribed Image Text:Read EK p561, e.g. I Find the temperature in a bar of silver of length 10 cm and constant cross section of area 1 cm² (density 10.6 g/cm³, thermal conductivity 1.04 cal/cm sec °C, specific heat 0.56cal/g °C that is perfectly insulated laterally, (but the ends of the bar have heat exchange), with ends kept at temperature 0 °C and initial temperature. Where the initial condition: (1) (2) (Bonus) f(x) = sin(0.1xx) f(x)=sin(0.17x) But both ends are kept at 25 °C, instead of 0 °C
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