Research Article

A Linear Approach Suitable for a Class of Steady-State Heat Transfer Problems with Temperature-Dependent Thermal Conductivity

Table 3

The constants (equation (51)) evaluated with some selected values of , obtained with , , , , , and .


183.333371.428650.000038.46155.00000.5000
2āˆ’111.111115.306137.500039.94089.37500.9938
3203.703759.402340.625039.997713.20311.4813
4Overflow24.755339.843839.999916.55271.9628
5Overflow51.978040.039140.000019.48362.4383
6Overflow30.588739.990240.000022.04822.9078
7Overflow47.394640.002440.000024.29223.3715
8Overflow34.190039.999440.000026.25563.8293
9Overflow44.565040.000240.000027.97374.2814
10Overflow36.413240.000040.000029.47704.7279
11Overflow42.818240.000040.000030.79245.1688
12Overflow37.785740.000040.000031.94335.6042
13Overflow41.739840.000040.000032.95046.0342
14Overflow38.633040.000040.000033.83166.4587
15Overflow41.074140.000040.000034.60266.8780
20Overflow39.678440.000040.000037.23168.8970
30Overflow39.971240.000040.000039.271712.5733
40Overflow39.997440.000040.000039.808415.8151
50Overflow39.999840.000040.000039.949618.6737
100Overflow40.000040.000040.000039.999928.6297
200Overflow40.000040.000040.000040.000036.7679
300Overflow40.000040.000040.000040.000039.0813
400Overflow40.000040.000040.000040.000039.7388
500Overflow40.000040.000040.000040.000039.9258